GaWC Research Bulletin 424

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This Research Bulletin is forthcoming in Regional Studies


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Regional Spatial Structure and Retail Amenities in the Netherlands

M.J. Burger*, E.J. Meijers** and F.G. van Oort***

Abstract

This paper examines how the presence of retail amenities in Dutch regions is dependent on their spatial structure. Retail amenities, in particular those specialized retail functions that require a large urban support base, are less found in more polycentric and more dispersed regions. This can be explained by the observation that in polycentric and dispersed regions the degree of market fragmentation is higher, as a result of more intense regional competition and spacing between retail centres. We found evidence for ways to overcome the lack of agglomeration benefits in more polycentric and more dispersed regions. Both concentration of retail and more complementarities between cities’ retail amenities may make up for the disadvantages of region’s being polycentric or dispersed. These findings provide a rationale to regionally coordinate specialized retailing in polycentric and dispersed regions.

Key words: retail geography, spatial structure, urbanisation economies, Netherlands
JEL codes: R12, R50, L81


INTRODUCTION

Contemporary urban studies put emphasis on the significance of networked structures in explaining the economic, social and cultural functioning and performance of cities and regions. In this, it is recognized that no city is an island, but part of a functionally interdependent system of cities. While there has been an emphasis on studying the external, global linkages of world cities (e.g., ALDERSON and BECKFIELD, 2004; TAYLOR, 2004; WALL and VAN DER KNAAP, 2011), many social-economic processes such as commuting and shopping are still local (BURGER et al., 2013). Hence, there is an increasing need for studying interdependencies between centres at lower spatial scales. This is fuelled by a broadly underpinned rise of a new regional form, in which cities are part and parcel of a larger urban region which comprises more than a central city and its direct hinterland. Such regional spatial structure can be characterized by multiple, interacting concentrations of jobs and people, with a spatial division of functions between them (VAN OORT et al., 2010). Many concepts for these new regional types circulate; an important common denominator being their more polycentric and more dispersed spatial structure (SCOTT, 2000; KLOOSTERMAN and MUSTERD, 2001; TAYLOR and LANG, 2004; MEIJERS, 2005; HALL and PAIN, 2006; HOYLER et al., 2008; LAMBREGTS, 2009; BURGER and MEIJERS, 2012).

Polycentricity is here understood as a balanced distribution with respect to the size of cities or centres in a region, where several cities are located within close proximity of each other. The more the largest centres in a region are equally sized in terms of population or employment, the more polycentric the region is (MEIJERS, 2008a)1. The concept of polycentricity should not be confused with the concept of multicentricity. Multicentricity refers to the existence of multiple centres, while polycentricity refers to the lack of an urban hierarchy (BURGER and MEIJERS, 2012). Dispersion refers to the situation in which the population is sprawled across a region in a non-concentrated pattern. It is not necessarily similar to urban sprawl, as this is often equated with low-density residential development, whereas dispersion concerns the issue of whether this development is taking place in centres or not, leaving aside the question of density. Accordingly, dispersion refers to the absence of urbanization. Both polycentricity and dispersion inevitably draw attention to the interdependencies between the different parts of a region. Despite awareness of the importance of these interdependencies for regional competitiveness and cohesion (MEIJERS, 2005; HOYLER et al., 2008), these intra-regional and inter-city relationships constitute a so-far little developed field of research. Although attention has been paid to the regional spatial structure of commuting (see e.g., AGUILERA and MIGNOT, 2004; NIELSEN and HOGVESEN, 2005; VAN NUFFEL and SAEY, 2005; GREEN, 2008), other types of economic interaction (most notably, consumer- and producer-oriented trade) within urban systems have received limited attention2. Calls for further empirical research into the effects of regional spatial structure on the performance of regions are widespread (see e.g. KLOOSTERMAN and MUSTERD, 2001; PARR, 2004; TUROK and BAILEY, 2004; CHESHIRE, 2006; DAVOUDI, 2007; MEIJERS, 2008b; HOYLER et al., 2008; LAMBREGTS, 2009).

This paper sheds some light on how the spatial organization of regions affects their performance. More explicitly, we base our judgement of performance of a region on the presence of (specialized) retail amenities. Retail amenities are known to be strongly dependent on the size of local population (BERRY and PARR, 1988). The presence of a large quantity of specialized retail outlets is strongly associated with the size of a city, and as such, a manifestation of the presence of urbanization economies through consumption (GLAESER et al., 2001). Our point of departure is the renewed interest in the relationship between regional spatial structure and regional performance. MEIJERS (2008b) found for Dutch regions that a more polycentric settlement pattern is related to the presence of fewer cultural, leisure and sports amenities. MEIJERS and BURGER (2010) obtained for US metropolitan areas with a more polycentric settlement pattern that the positive influence of metropolitan size on labour productivity diminishes. Although urbanization economies are not necessarily confined to a single urban core anymore, but increasingly shared among a group of functionally linked settlements (CAPELLO, 2000; PHELPS and OZAWA, 2003), travel, commodity and knowledge flows do not circulate as easily as in a single larger city (PARR, 2004). Hence, polycentric regions ‘lack the critical mass of large cities with agglomeration economies’ (LAMBOOY, 1998: 459).

The aim of this paper is not just to test whether these findings also hold for the presence of retail amenities in Dutch regions, but innovates in that we also explore ways to overcome these negative effects of polycentricity and dispersion on the presence of urbanization economies. We analyse two strategies that may lead to a stronger presence of specialized retail in more polycentric and more dispersed regions. These include: A) overcoming the barriers of distance by improving accessibility between cities and B) concentrating top retail functions in one city. Exploring these factors also contributes to the empirical justification of two typical regional planning and development policies for regional urban systems. The first concerns the policy idea that improving connections between the cities may overcome the barriers to economic exchange. The second relates to the debate whether strategies should aim for concentration of specialized urban functions or for a spread of these functions over the constituent cities in a complementary way (EVERS, 2002). The Dutch retail structure is characterized by a high density of shops. Most of these are concentrated in city and town centres, but even rural areas have good shop accessibility in comparison to countries such as Germany, Canada, or the United States (EVERS 2008). This situation is reflected in the transport modes used for shopping: in 1990, for example, the share of walking and cycling in the total distance travelled was 12% in the Netherlands, as compared to 4% for Western Europe as a whole (SCHWANEN et. al. 2004). Remarkably, these non-motorized transport modes accounted for over half of all shopping trips in the Netherlands, which is unparalleled in Western Europe. Another oddity is the fact that, despite a population of over 16 million, there is no American-style out-of-town shopping mall and very few French-style hypermarkets in the country. This suggests the relative importance of spatial structure alongside that of institutional (planning) strategies in order to better understand how both factors jointly influence retail amenities in regions. This paper focuses on the impact of spatial structure, and leaves the impact of institutional comparative differences for later research.

The remainder of this paper is organized as follows. The next section provides a discussion of the literature on agglomeration, regional spatial structure and retail amenities, which culminates in a set of propositions that will be investigated. Section 3 provides more background on our case study of retail geography in the Netherlands. Section 4 presents the data and research approach, including a quantification of regional spatial structure. Empirical results are presented in section 5. We conclude with a discussion of our findings in section 6.

AGGLOMERATION, REGIONAL SPATIAL STRUCTURE AND RETAIL AMENITIES

Agglomeration Economies and Consumption

In economic geography and urban economics, it is now widely accepted that the urban environment adds to the productivity of firms (ROSENTHAL AND STRANGE, 2004; PUGA, 2010). Productivity of firms located in large cities is thought to be higher because of larger input markets, larger labour pools, and the presence of a better infrastructure and public facilities. Large cities allow for better matching between employers, employees and business partners and are also more likely to be home to universities, R&D facilities, and other knowledge-generating institutions (VAN OORT, 2004). In addition, the often diverse industry mix in large cities stimulates the generation, replication, modification and recombination of ideas and applications across different industries and protects a city from a volatile demand (FRENKEN et al., 2007). A recent meta-analysis of the empirical literature on agglomeration economies indicates that doubling of city size increases productivity by on average 5.8% percent (MELO et al., 2009). However, the relationship between city size and productivity typically depends on the area, sector and time period under observation (see also ROSENTHAL AND STRANGE, 2004). In this respect, optimal city size tends to vary according to the functions and sector of the cities in question (RICHARDSON, 1972).

Cities do not only facilitate production, but also provide a good environment for consumption. As indicated by TABUCHI and YOSHIDA (2000), nominal wages increase by city size, but the costs of living (e.g., housing costs) increase even more. Hence, citizens seem to be willing to give up real wage in order to take pleasure in consumption amenities. According to GLAESER et al. (2001), one can here think of the aesthetic properties of large cities and the provision of some public services in large cities (e.g., specialized schools) that are not available elsewhere, as well as the presence of more specialized goods and services in large cities (e.g., theatres and specialized stores). In large cities hospitals, restaurants, stadiums, theatres, zoos and higher-order retail functions such as clothing stores, furniture stores, and specialized food stores are found, while consumers in small towns lack these amenities. In addition, a city offers speed of interaction facilitated by urban density, reducing transport costs and travel times. The ‘average’ consumer saves costs when shops are concentrated3, including time savings and other sorts of cost savings such as having to pay for parking or public transportation only once.

A similar train of thought is found in urban economic and new economic geography models, where the firms’ proximity to consumers in combination with the consumer benefits of the greater variety of goods and services offered in large cities induces spatial agglomeration (Fujita, 1988). Consumption possibilities as source of agglomeration are reflected in higher growth of high-amenity cities compared to low-amenity cities (GLAESER et al., 2001; CLARK et al., 2002; MARKUSEN and SCHROCK, 2009) as well as the recent increase in exchange commuting in many Western societies, i.e. people living in the more expensive central cities and working in the suburbs (VAN DER LAAN, 1998; BURGER et al., 2011).

Central Places, Regions and Retail Amenities

Other demand-side explanations of agglomeration, which focus on the match between specific demands and suppliers, can be found in the central place and urban systems literature of the second half of the 20th century, which build on the work of CHRISTALLER (1933) and LÖSCH (1944). Although this literature has been on the wane the last two decades (COFFEY et al., 1998), it has still relevance for understanding the relationship between city size and consumption benefits. As indicated by Berry and Parr (1988), central place theory is occupied with the study of the distribution, size and functions of cities and towns and originally focused on city-hinterland relationships and consumer-oriented trade. Assuming that consumers use the nearest centre to acquire goods and services (minimization of transportation costs), and that goods and services of a given level can be found in the same centre, central place theory predicts a hierarchy of centres, where the size of a centre and the variety of goods and services it provides are thought to be perfectly correlated (BERRY and GARRISON, 1958; DAVIES, 1967). In this, it is conjectured that each good and service has a minimum demand threshold to support suppliers as well as a fixed geographical domain beyond which consumers are unwilling to travel (BERRY and GARRISON, 1958). For specialized goods and services the demand threshold and spatial range is generally larger.

Central place theory predicts that all urban systems are rather monocentric, containing one large principal centre and several smaller subordinate centres that are part of the principal centre’s market area resulting in a clear urban hierarchy (HAGGETT, 1965). In this, subordinate centres are dependent on the principal centre for the provision of specialized goods and services for which they do not meet the minimum demand threshold4. Only a small proportion of the centres will be self-contained in that they offer the full range of goods and services. At the same time, the provision of specialized goods and services in the principal centre is often facilitated by its control over the wider region as a trade area for these specialized goods and services. In other words, through functional linkages with higher-order centres, subordinate centres can help providing the minimum demand threshold for supporting some retail functions (WENSLEY and STABLER, 1998).

Extensions of the central place model, which relax some of its underlying assumptions and provide a more sophisticated treatment of consumer behaviour, provide additional explanations of retail agglomeration. Although one of the underlying themes of original central place theory is that competitors try to avoid each other, PARR and DENIKE (1970) and EATON and LIPSEY (1979) showed that the agglomeration of similar stores can be explained by the tendencies of consumers to compare products and prices on sale in a variety of stores. Likewise, the agglomeration of stores selling different goods and services can be explained by savings on travel, search, and transaction costs associated with multi-purpose shopping (EATON and LIPSEY, 1982; GHOSH, 1986). Obviously, the benefits of co-location of retailers for consumers – who avoid smaller centres – imply that agglomeration is to their advantage as well. Anticipating on consumer behaviour, a store that shares its location with other competing and complementary stores is more likely to attract customers than an otherwise identical store located on its own. Accordingly, agglomeration of stores creates advantages for both consumers and retailers (MULLIGAN, 1984).

In this, it can be expected that some store types profit more from clustering than other store types. First, comparison shopping is more common for infrequently purchased, heterogeneous and expensive goods. One can think here of personal goods such as clothing and jewellery and household goods such as furniture and cars, where there can be considerable quality and price variations between the different products. Customers of stores selling convenience goods (supermarkets, bakeries, butchers) do not often engage in search as quality and price variations are often too small compared to the associated search costs (WEST et al., 1985). Second, although multipurpose shopping is both found for convenience and comparison goods, it can be argued that multipurpose shopping is most beneficial for specialized stores that sell infrequently purchased goods and require a larger customer base. This is reflected in that multipurpose trips are more common for non-grocery shopping (O’KELLY, 1981), consumers are willing to travel longer distances for infrequently bought goods (JONES and SIMMONS, 1990) and in particular smaller, specialized retailers profit from additional traffic that is generated by larger anchor retailers in a centre such as supermarkets and department stores that offer a wide variety of products (INGENE and GHOSH, 1990; YEATES et al., 2001). Third, stores drawing on both multipurpose and comparison shopping will profit more from clustering than stores drawing only on multipurpose shopping. Some even argue that multipurpose shopping by itself generally leads to a dispersion of similar, competing retail establishments (MCLAFFERTY and GHOSH, 1986), while stores relying on single-purpose comparison shopping do not need to be located in proximity of stores selling different goods or services (WEST et al., 1985).

Regional Spatial Structure and Market Fragmentation

Two important dimensions of a regional spatial structure stand central in this paper – polycentricity and dispersion. A polycentric spatial structure refers to the situation in which the cities in a region are relatively equal in size. A dispersed spatial structure refers to the situation in which a large part of the population is not living in cities but spread out across the territory in a non-concentrated pattern (see Figure 1). Although polycentric and dispersed spatial structures have always been existent, the process of decentralization and dispersion has accelerated the past decades and functional linkages are formed at increasingly higher levels of scale than those of the ‘traditional’ city. The reader is referred to SCOTT, 2001, CHAMPION, (2001), HALL and PAIN (2006), LAMBREGTS (2009), and DE GOEI et al. (2010) amongst others for discussions of the drivers of these changes.

Figure 1: Dimensions of Regional Spatial Structure

As was indicated in the previous subsections, present day retailing is based on agglomeration and the potential for multipurpose and comparison shopping. Accordingly, the different spatial structures in Figure 1 vary in the extent to which they support retail. Theoretically, it can be argued that a monocentric and centralized spatial structure is more efficient for retailing than is a polycentric and dispersed spatial structure. Empirically, it remains unclear how regional spatial structure has an effect on the retail amenities present in a region (HENDERSON et al, 2000). On the one hand, it can be expected that retail establishments are more frequently found in more polycentric and dispersed regions. WENSLEY and STABLER (1998) indicate that due to higher transportation costs in sparse populated areas, demand thresholds in these areas are generally lower in that less population is required to support a retail function. In turn, less spatial competition between retail establishments in sparse populated areas increases the number of retail establishments (MUSHINSKI and WEILER, 2002; THILMANY et al., 2005). Accordingly, it can be expected that the frequency of retail establishments in sparse populated areas is higher and it can be expected that an isolated place of 25.000 inhabitants is home to more retail establishments per inhabitant than a metropolitan-proximate place of the same size. At the regional level, this would mean that polycentric and dispersed regions are characterized by a higher frequency of retail establishments, holding everything else constant.

However, physical and socio-cultural barriers to the movement of consumers in more polycentric and rural regions also result in the relative absence of urbanization economies in more polycentric and dispersed regions (BUCKWALTER, 1990; HENDERSON et al., 2000; TUROK and BAILEY, 2004; MEIJERS and BURGER, 2010). Although agglomeration-inducing spatial competition may hamper the multiplication of retail establishments, threshold demand levels in more polycentric and dispersed regions for some specialized goods and services may sometimes not be met, despite the fact that at the regional level the minimum demand threshold to support these functions would be adequate (BUCKWALTER, 1990). Indeed, although it is often argued that geographical processes are widening and urbanization economies are not confined to a single place, but shared among a group of functionally linked settlements – taking the form of urban network externalities (cf. CAPELLO, 2000) – the geographical scope of shopping is still very local and travel flows in a polycentric region do not circulate as easily as in a monocentric city. Accordingly, polycentric regions lack the demand externalities associated with large cities. This ‘lack of critical mass’ in polycentric and dispersed regions is reinforced by existing political structures and lack of coordination in planning retail functions. A related point is made by HENDERSON et al. (2000), who argue that especially those goods and services that profit from urbanization economies do not need the demand advantages originating from competitive protection of spatial isolation to survive. One can think here especially of specialized goods and services that draw to a large extent on multipurpose and comparison shoppers, and are therefore more often found in densely populated areas.

Propositions to be Investigated

On the basis of the discussion above, five propositions on the relationship between regional spatial structure and the presence of retail amenities can be derived.

Proposition 1: The more polycentric or dispersed a region, the less retail amenities are present.

Although stores in polycentric and dispersed regions face less spatial competition, at the same time stores profit less from urbanization economies as travelling time limits interaction possibilities in comparison to the denser monocentric and centralized regions, undermining the support for specialized retailing which often requires a large demand threshold. Overall, we expect a negative effect of polycentricity and dispersion on the presence of retail amenities.

Proposition 2: The more polycentric or dispersed a region, the less specialized retail amenities are present.

While the first proposition considers the quantity of retail present in regions, this second proposition is about the qualitative dimension of the retail, more precisely, the extent to which specialized retail is present. It can be expected that individual branches of stores are to varying degrees affected by the regional spatial structure, as the demand thresholds for some goods and services are larger than for others. A polycentric and dispersed regional spatial structure would have especially a negative influence on those specialized goods and services that require greater demand in order to achieve minimum efficient scale as well as those goods and services drawing on comparison shoppers. Accordingly, a region consisting of four nearby towns of 25.000 inhabitants each will probably accommodate less specialized retail establishments per inhabitant compared to a region consisting of one city of 100.000 inhabitants.

Proposition 3: A polycentric or dispersed region in which the main cities are located more closely hosts more, and more specialized, retail amenities.

Distance is the barrier to overcome if both polycentric and dispersed regions want to exploit their critical mass, and it is therefore of interest to explore whether the spacing of cities with retail matters in determining a region’s retail amenities. As indicated by MEIJERS and SANDBERG (2008), polycentric and dispersed regions in which the different cities are located in close proximity of each function more like a monocentric region than polycentric and dispersed regions in which the spacing between the different cities is large. Exploring this proposition will shed light on the question whether improving infrastructure linkages (accessibility) between the cities and towns of a polycentric or dispersed region is of help in organizing agglomeration advantages at the level of the joint size of the constituent places.

Proposition 4: A polycentric or dispersed region in which (specialised) retail is relatively concentrated in once centre, hosts more, and more specialised, retail amenities.

In this paper, we base our judgment of a region’s extent of polycentricity and dispersion on the spread of population. Even though there is a strong relation between city size and retail present, this may not necessarily mean that retail amenities follow an equally polycentric or dispersed pattern. Here, we explore whether a more concentrated distribution of specialised retail in polycentric and dispersed regions implies the presence of more retail amenities.

Proposition 5: A polycentric or dispersed region with a relative net outflow of consumers, hosts less and less specialised retail amenities.

Analyses relating to the previous propositions evaluate the effect of regional spatial structure on the number of stores in a region. In this, we have treated regions as spatially fixed. However, regions are not spatial entities that operate on their own and certainly in the present day economy, most regions interact at least to some extent. In this, it can be expected that polycentric and dispersed regions which are relatively isolated host more and more specialised retail amenities as these regions face less spatial competition from neighbouring regions, which would result in lower demand thresholds for retailing functions.
Before presenting our research approach to test these propositions, we briefly introduce our case study in more detail. Therefore, the next section addresses the spatial and institutional context for studying retail in the Netherlands.

DUTCH RETAIL STRUCTURE

The benefits of co-location of retail do not necessarily imply that shops are located centrally, as in many countries they have decentralized to out of town locations, albeit still generally being co-located with other shops, for instance in malls. Reasons for this centrifugal process are the costs involved in a central location, such as high rents, lack of space and, for consumers, and higher parking costs. These new shopping locations are increasingly less connected to pockets of employment (LANG, 2003) which limits the possibilities for trip chaining. This centrifugal process of retail, however, has not appeared to a large extent in our case study regions in the Netherlands. This brings us to the role of institutions in shaping the micro-level location behaviour of retailers, and consequently consumers. Several authors have provided good syntheses of Dutch retail planning (BORCHERT, 1998; WELTEVREDEN et al., 2005) that show how restrictive planning policies have had a strong mark on Dutch retail geography in that they have long not allowed for decentralization of shopping towards the urban fringe in order to protect the inner cities (EVERS, 2002). It makes Dutch retail geography stand out from most other countries, such as for instance the United States, Spain and France, where shopping has most often decentralized to greenfield locations way beyond the city centre (GARREAU, 1991). In contrast, the inner cities of Dutch cities still top the retail hierarchy (BORCHERT, 1998), even though competition from peripheral shopping locations – resulting from slightly lessened planning control for some space-extensive retail segments in response to retail dynamics (EVERS, 2002) - and, increasingly, e-retailing or e-commerce has been rising (WELTEVREDEN et al., 2005). However, except for the clustering of stores specialized in garden supplies, cars, furniture and building materials, out-of-town hypermarkets or shopping malls as found in many other European countries are relatively uncommon in the Netherlands. This pays off in terms of the large share of sustainable transport modes as cycling or walking for shopping trips (DIELEMAN et al., 2002) and greater attractiveness of city centres and increased possibilities for multipurpose shopping. The decentralization of some segments of retail has often been more than compensated for by the growth or emergence of other sectors in the inner city. WELTEVREDEN et al. (2005:831) describe the outcome of this sorting process for the traditional inner city shopping area as a ‘transformation from daily and heavy, space consuming goods to non-daily, recreational goods’. Part of the explanation for inner cities topping the retail hierarchy is also that the limited number of retail developers have strong and vested interests in inner city retail real estate and that space in the Netherlands, one of the most densely populated countries in the world, is limited (EVERS, 2002). This means that the spatial structure of a region might influence retail geography mainly through the degree of agglomeration.

RESEARCH APPROACH

Retail Amenities and Store Types in Dutch WGR-Regions

To examine the relationship between spatial structure and urban and regional retail amenities, we focus on retailing in 42 Dutch WGR regions (see Figure 2), which together cover the entire Netherlands. The delimitation of WGR-regions is based on administrators' and councillors’ perceptions of the scale on which issues need to be regionally coordinated. In practice, such issues often include economic development, tourism, recreation, housing, employment, traffic and transport, spatial development, nature and environmental affairs, welfare and social affairs. Accordingly, these regions constitute an indirect proxy of functionally coherent regions and coincide fairly well with what are believed to be travel-to-work areas. In order to examine retail structure, data on establishments and employment in retail were obtained from the LISA (Landelijk Informatie Systeem Arbeidsplaatsen National Information System of Employment) database, an employment register that covers all establishments in the Netherlands for the period 2000-2008 (see VAN OORT, 2004). For each retail establishment, we were able to retrieve detailed information about the number of employees, economic activity and geographic position. On the basis of the NACE sector classification and information of the Central Industry Board for the Retail Trade (HBD) in the Netherlands, we distinguish between 51 different types of retailing functions.

Figure 2: WGR Regions in the Netherlands

1 Oost-Groningen (Veendam)

15 Rivierenland (Tiel)

29 Rijnmond (Rotterdam)

2 Noord-Groningen &Eemsmond (Delfzijl)

16 Eem&Vallei (Amersfoort)

30 Zuid-Holland-Zuid (Dordrecht)

3 Centraal& West. Groningen (Groningen)

17 Noordwest-Veluwe (Harderwijk)

31 Oosterschelderegio (Goes)

4 Friesland Noord (Leeuwarden)

18 Flevoland (Almere)

32 Walcheren (Middelburg)

5 Zuidwest-Friesland (Sneek)

19 Utrecht (Utrecht)

33 Zeeuwsch-Vlaanderen (Terneuzen)

6 Friesland-Oost (Drachten)

20 Gooi&Vechtstreek (Hilversum)

34 West-Brabant (Breda)

7 Noord- &Midden-Drenthe (Assen)

21 Aggl. Amsterdam (Amsterdam)

35 Midden-Brabant (Tilburg)

8 Zuidoost-Drenthe (Emmen)

22 Westfriesland (Hoorn)

36 Noordoost-Brabant ('s-Hertogenbosch)

9 Zuidwest-Drenthe (Hoogeveen)

23 Kop Noord-Holland (Den Helder)

37 Zuidoost-Brabant (Eindhoven)

10 IJssel-Vecht (Zwolle)

24 Noord-Kennemerland (Alkmaar)

38 Noord-Limburg (Venlo)

11 Stedendriehoek (Apeldoorn)

25 West-Kennemerland (Haarlem)

39 Midden-Limburg (Roermond)

12 Twente (Enschede)

26 Zuid-Holland-Noord (Leiden)

40 WestelijkeMijnstreek (Sittard)

13 Oost-Gelderland (Doetinchem)

27 Zuid-Holland-Oost (Gouda)

41 OostelijkZuid-Limburg (Heerlen)

14 Arnhem-Nijmegen (Nijmegen)

28 Haaglanden ('s-Gravenhage)

42 Maastricht &Mergelland (Maastricht)

To assess how specialized these retailing functions are, we focus on two dimensions: urbanism and consumer orientation. First, retailing functions can be classified on the basis of their ‘urbanism’ or the extent to which they profit from being located in a densely populated environment. In this, the finding that some store types are overrepresented in large cities (measured by means of a location quotient) indicates that they profit from being located in a densely populated environment. Second, we use the consumer orientation of stores as outlined by West and colleagues (WEST et al., 1985; WEST, 1992; GOLOSINSKI and WEST, 1995). These scholars distinguish between the following store categories on the basis of the extent to which these types benefit from multipurpose and comparison shopping5:

  • M stores attract mainly multipurpose shoppers. Although these stores profit from proximity to complementary stores (e.g. bakery and butcher), they dislike the nearby presence of stores selling similar goods. As indicated by WEST et al. (1985), this type usually concerns stores selling frequently bought convenience goods with limited quality and price variations between stores.

Yet some M stores, such as book and music stores, require a larger customer base in that these types of goods are more infrequently sold.

  • C stores mainly attract single-purpose comparison shoppers. This mainly concerns stores selling expensive and/or infrequently purchased goods. Examples: do-it-yourself and garden supplies. As pointed out by WEST et al. (1985), consumers will perceive some net gains to search.

  • MC stores are stores catering to multipurpose and comparison shoppers. This includes clothing, toys and games, and jewelry stores. However, as indicated in later work by YEATES (1990), WEST (1992) and GOLOSINSKI and WEST (1995), these store types mainly benefit from comparison shoppers.

Table 1: Store Type by Degree of Urbanism and West Classification

Store Type

Store Urbanism (see Appendix A)

Store Orientation

NACE codes

Clothing

Loving

MC

47293

Fashion articles

Loving

MC

4775

Jewelry and watches

Loving

MC

4726

eather goods and luggage

Loving

MC

47722

Shoes

Loving

MC

4742

Telecom

Loving

MC

4762

Toys and games

Loving

MC

4761

Art and antique

Neutral

MC

47592

Body fashion

Neutral

MC

4771

Camera

Neutral

MC

47717

Computers

Neutral

MC

47721

Department store

Neutral

MC

47711-47715

Household appliances

Neutral

MC

7722

Household articles

Neutral

MC

4773; 47742

Sporting goods

Neutral

MC

47242

Textile supermarkets

Neutral

MC

47716

Books

Loving

M

47782

Candy and nut

Loving

M

4723

Fish

Loving

M

47292

Foreign food

Loving

M

47594

Health food

Loving

M

47781

Music and video recordings

Loving

M

4743; 4754

Perfumery

Loving

M

4725

Tobacco

Loving

M

4765

Bread

Neutral

M

47783; 47791

Cheese

Neutral

M

4763

Dispensing chemist

Neutral

M

4719

Drug store

Neutral

M

47593; 47595-47597

Fruit and vegetables

Neutral

M

27291

Liquor

Neutral

M

4753; 47591

Meat and poultry

Neutral

M

47241

Newspapers and stationery

Neutral

M

4532

Optician

Neutral

M

4741

Pet

Neutral

M

47741

Supermarket

Neutral

M

47642-47644

Video rental

Neutral

M

47521

Florist

Avoiding

M

4722

Gasoline stations

Avoiding

M

47522

Lighting products

Loving

C

47718

Music equipment

Loving

C

4721

Car accessories

Neutral

C

47763

Furniture and carpets

Neutral

C

4711

Hardware

Neutral

C

4751

Paint and wallpaper

Neutral

C

47524

Textiles

Neutral

C

47761

Bikes

Avoiding

C

47641

Building materials

Avoiding

C

47527

Do-it-yourself

Avoiding

C

4730

Garden supplies

Avoiding

C

47528

Sanitary

Avoiding

C

47523

Tiles

Avoiding

C

47762

 

Table 1 indicates the extent to which stores profit from a densely populated environment (“urban loving”, “urban neutral”, “urban avoiding”) based on location quotients, as well as the extent to which they profit from multipurpose and comparison shopping based on the classifications by West and colleagues (WEST et al., 1985; WEST, 1992; GOLOSINSKI and WEST, 1995). So, “urban loving” stores are store types that are strongly overrepresented in large cities. On the contrary, “urban avoiding” stores are store types that are underrepresented in larger places. From Table 1 it can be obtained that in particular the MC stores (for instance clothing, luggage and leather goods, telecommunication, and jewellery) and more specialized M stores (for instance foreign food, tobacco, book and music stores, and perfumery) are relatively more frequently present in large cities. Not surprisingly, C stores (for instance do-it-yourself and garden supplies), which often require large floor spaces, are underrepresented in large cities. Although there are some specialized M store types that are not overrepresented in large cities (especially those selling frequently bought convenience goods) there are hardly any combination M stores (supermarkets, department stores, drug stores) strongly overrepresented in large cities (see also Appendix A). Provided that the store types more frequently found in large cities are more dependent on urbanization economies, it can be expected that these store types are less frequently found in polycentric and dispersed regions.

Quantifying Regional Spatial Structure

Building on the work of ANAS et al. (1998), we distinguish between two morphological aspects of the spatial organization of regions (recall Figure 1). First, the monocentricity-polycentricity dimension reflects the degree to which the urban population is concentrated in one city or spread over multiple cities in the region. Second, the centralization-dispersion dimension reflects the degree to which the regional population is centralized in cities or dispersed over smaller non-urban places in the area in a non-centralized pattern.

The degree of polycentricity is related to the balance in the size distribution of these cities in regions. The more equally sized the largest cities in a region are, the more polycentric a region is (KLOOSTERMAN and LAMBREGTS, 2001; PARR, 2004; MEIJERS, 2005). The rank-size distribution of the regional urban system provides information on this hierarchy and is therefore a useful indication of the extent of mono- or polycentricity (PARR, 2004). Following MEIJERS (2008) and BURGER and MEIJERS (2011) and using information on the population size of the incorporated places, we calculated the slope of the regression line of the rank-size distribution of incorporated places in each Dutch WGR region for different number of places per WGR region (2, 3 and 4 largest incorporated places)6. Subsequently, the average of these three scores was used to assess the degree of monocentricity-polycentricity in a region. Given that these slopes were normally distributed, it can be argued that most regions cannot be considered completely monocentric or polycentric, but are somewhere in between these two extremes; only the most polycentric WGR regions can be considered polycentric regions proper. A more detailed description of the construction of the polycentricity measure can be found in Appendix B.

The degree of dispersion is related to the share of the regional population not living in urban centres. In this, the degree of centralization-dispersion in a region is estimated as the share of the population living in non-urban places, which are, following the classification of Statistics Netherlands (CBS), defined as places with less than 500 addresses per km2. Accordingly, we look at the share of the region’s population that is not located in urban centres. Figure 3 indicates the presence of polycentric and dispersed patterns for the different Dutch WGR regions. The demarcation lines represent the average degree of polycentricity and dispersion respectively. Regions such as Amsterdam and Rotterdam score low on both the degree of polycentricity and dispersion and can therefore be characterised as monocentric-centralized regions. On the contrary, polycentric and dispersed regions such as Veendam and Delfzijl score high on both dimensions. All possible combinations (polycentric-dispersed; polycentric-centralized; monocentric-dispersed; monocentric-centralized) are present.

Figure 3: Regional Spatial Structure in the Netherlands

Estimation Strategy

Since our dependent variable – the number of stores – is a count, we examine the relationship between regional spatial structure and retail amenities using negative binomial regression models. A more detailed discussion of these issues is provided by GREENE (1994), LONG (1997) and BURGER et al. (2009)7.

Besides our indicators for regional spatial structure and in line with previous research on retail structure (e.g., HARRIS and SHONKWILER, 1993; SHONKWILER and HARRIS, 1996; HENDERSON et al., 2000; MUSHINSKI and WEILER, 2002; THILMANY et al., 2005), control variables such as regional population size, average household income, age and household demographics, and the number of hotels as indicator of tourism are included in the model. These control variables are important to include in the model because they are all related to the demand for retail and can affect the relationship between spatial structure and retail amenities. Although the degree of dispersion and number of stores can be negatively correlated, in reality, the degree of dispersion and number of stores may only be correlated with each other because they are both correlated with a third factor, e.g. average household income. More rural areas tend to be poorer and therefore can be characterized by less retail amenities, and accordingly, the observed correlation between dispersion and retail amenities may be attributed to average household income instead of the degree of dispersion. Hence, these control variables reduce the likelihood that the observed relationships between our regional spatial structure variables and our dependent variable are spurious. As the regional presence of retail amenities is best represented by the number of stores per inhabitant, we constrain the parameter of population size to be equal to 18. An overview of the variables included in our regression models is provided in Table 2.

Table 2: Descriptive Statistics of Control Variables (N=378, all measured by region-year (2000-2008))

Variable Name

Definition

Mean

Standard Deviation

Minimum

Maximum

Population size

Number of inhabitants (1000s)

387.4

291.4

107.2

1389

Average store size

Number of jobs per store

6.36

.669

4.63

7.93

Average store size (“urban loving” stores)

Number of jobs per store of “urban loving” stores

4.17

.498

3.03

5.49

Average store size (“urban neutral” stores)

Number of jobs per store of “urban neutral” stores

9.31

1.07

6.82

12.12

Average store size (“urban avoiding” stores)

Number of jobs per store of “urban avoiding” stores

5.69

.820

3.94

7.88

Average store size
(MC stores)

Number of jobs per store of MC stores

3.98

.502

2.82

5.20

Average store size
(M stores)

Number of jobs per store of M stores

9.48

1.20

6.66

13.1

Average store size
(C stores)

Number of jobs per store of C stores

5.68

.966

3.92

10.6

Average income

Average annual income per inhabitant (1000s of euros)

17.8

1.24

14.7

22.5

Share single households

Share of one-person households

.321

.054

.230

.489

Share population <20

Share of the population that is under 20 years old

.236

.030

.078

.304

Share population >65

Share of the population that is over 65 years old

.142

.025

.048

.197

Hotels

Number of hotels

68.0

61.7

13

403

To assess proposition 3, 4 and 5, we calculated the spacing between the cities in a region, specialized retail concentration and the net outflow of consumers for each Dutch WGR region (i.e. ‘spillovers’). In line with our definition of polycentricity, spacing is defined as the average distance (as the crow flies) between the four largest cities in a region. The lower the average distance between the cities, the more the cities are geographically clustered. Polycentric and dispersed regions with a high degree of clustering in one part of the region would behave more like a monocentric region compared to the situation in which the cities are spread over the region (MEIJERS and SANDBERG, 2008). Retail concentration is measured as the share of the stores in a region concentrated in the largest retail center. The degree of retail concentration is estimated for the different store types and also obtained from the LISA database. Finally, the net outflow of consumers of a region is estimated as the difference between the number of shopping trips originating from the region that are targeted at another region minus the shopping trips from outside the region targeted at that region divided by the total number of shopping trips targeted and originating from that region (including intra-regional shopping trips). Data on shopping trips is obtained from Mobiliteitsonderzoek Nederland (National Travel Survey) for the period 2004-2008. The scores of these variables by WGR region are presented in Table 3.

Table 3: Spacing, Retail Concentration and Net Outflow of Consumers by WGR region

WGR

Spacing (km)

Retail concentration (%)

Net outflow (%)

WGR

Spacing (km)

Retail concentration (%)

Net outflow (%)

Veendam

19.0

21.6

0.33

Hoorn

11.1

38.0

3.13

Delfzijl

15.5

22.7

10.84

Den Helder

17.3

33.0

3.97

Groningen

14.2

65.2

-6.07

Alkmaar

10.0

42.1

-2.01

Leeuwarden

24.4

40.2

-4.56

Haarlem

9.7

43.3

-2.44

Sneek

17.0

28.3

4.84

Leiden

7.6

34.3

-4.89

Drachten

19.8

22.8

3.27

Gouda

10.6

25.1

5.21

Assen

20.2

39.3

0.54

s-Gravenhage

9.4

55.5

1.89

Emmen

15.0

39.8

1.33

Rotterdam

7.9

49.2

-1.35

Hoogeveen

12.7

35.7

-1.03

Dordrecht

11.8

28.1

2.61

Zwolle

30.0

29.9

3.52

Goes

14.7

26.8

5.26

Apeldoorn

18.2

30.4

-0.90

Middelburg

4.9

41.5

-2.09

Enschede

13.7

25.0

-0.52

Terneuzen

21.2

20.8

0.99

Doetinchem

23.5

17.5

0.99

Breda

19.9

27.4

-0.02

Nijmegen

12.3

23.5

-1.72

Tilburg

12.5

44.3

0.01

Tiel

19.1

17.9

4.74

s-Hertogenbosch

15.8

22.9

0.03

Amersfoort

18.2

21.7

0.90

Eindhoven

13.0

30.3

-1.20

Harderwijk

11.2

26.3

1.71

Venlo

14.8

34.9

3.11

Almere

30.8

39.9

1.67

Weert

17.0

28.8

1.13

Utrecht

7.7

36.6

-0.90

Sittard

5.5

32.5

-2.90

Hilversum

9.9

37.4

-1.31

Heerlen

6.6

33.8

-2.28

Amsterdam

13.8

60.6

-1.00

Maastricht

9.1

66.3

2.51

Retail concentration figures for the different store types are available on request

ECONOMETRIC TESTING

Regional Spatial Structure and Retail Amenities

Table 4 shows the results of the negative binomial estimation of regional spatial structure variables on the number of stores in a region, including year fixed effects and controlling for other region-specific characteristics that may have an impact on our spatial structure parameters. All models are estimated using robust standard errors to correct for clustering of observations in regions. The statistically significant likelihood-ratio test of alpha (α) indicates that the negative binomial specification is preferred over its Poisson counterpart because of the presence of overdispersion.

Turning to the regression results, and limiting our discussion to the variables of our interest, we find no effect of the degree of polycentricity and dispersion on the number of stores in a region, holding everything else constant. This is in contrast with our first proposition that polycentricity and dispersion would negatively affect the presence of retail. However, we find a negative and significant effect for the interaction between dispersion and polycentricity on the number of stores in a region. This indicates the presence of less retail amenities in regions that are characterized by both a polycentric and dispersed spatial structure, such as Delfzijl and Veendam as well as the presence of more retail amenities in regions that are characterized by both a monocentric and centralized spatial structure, such as Amsterdam and Rotterdam (see Figure 3).

Table 4: Negative Binomial Pseudo Maximum Likelihood (NBPML) Estimation on Number of Stores in Retail

All Stores
(1)

All Stores
(2)

Population (ln)

1.00

1.00

Average store size (ln)

-0.63 (.053)**

-0.65 (.052)**

Average household Income (ln)

-0.11 (.077)

-0.07 (.075)

Share single households

-0.39 (.145)

-0.03 (.128)

Share population <20

-1.21 (.207)**

-1.07 (.202)**

Share population >65

1.69 (.233)**

1.33 (.240)**

Hotels (ln)

0.06 (.007)**

0.06 (.007)**

Polycentricity (ln)

-0.02 (.014)

0.00 (.013)

Dispersion

-0.07 (.043)

-0.02 (.043)

Polycentricity(ln)*Dispersion

-0.37 (.063)**

Year dummies

YES

YES

α (ln) / Sig. LR-test α

-5.14**

-5.26**

AIC

4974

4938

BIC

5045

5013

Observations

378

378

**p<0.01, *p<0.05, robust standard errors in parentheses; All variables are mean-corrected – coefficient of Population (ln) constrained at 1.

Our second proposition stated that more specialized retail would be less present in polycentric or dispersed regions. Indeed, there are considerable differences across store types. Models 3-14 in Tables 5 and 6 present the estimates for the store type-specific models. Models 3-8 show regressions by store urbanism. We find that more polycentric regions are characterized by a more limited presence of “urban loving” store types, which tend to be more specialized. Similarly, also a more dispersed spatial structure leads to significantly less “urban loving” –store types. However, dispersion has a positive effect on the presence of “urban avoiding” store types. Regions that are both polycentric and dispersed tend to have a more limited presence of all these store types.

Models 9-14 analyse the determinants of the number of stores by store orientation. If the degree of polycentricity increases by 1%, the number of stores that cater to multipurpose and comparison shoppers (MC) decreases by about 0.08%. On the contrary, polycentricity has no effect on the number of stores that rely on externalities generated by multipurpose (M) or comparison (C) shoppers only. Likewise, dispersion has a stronger negative effect on the number of stores that attract multipurpose and comparison shoppers than on the number of stores that attract solely multipurpose or single-purpose comparison shoppers. Interestingly, single-purpose comparison shops tend be more present when a region is more dispersed, while multipurpose and comparison shopping is less present in the same urban circumstances. The effect of the interaction between dispersion and polycentricity is negative for all store orientation categories, but is more strongly negative for the MC and C store types. Accordingly and in line with the second proposition, it can be concluded that more polycentric and dispersed regions are home to less specialized retail amenities.

Table 5: Negative Binomial Pseudo Maximum Likelihood (NBPML) Estimation on Number of Stores in Retail by Store Urbanism

Urban Loving

Urban Neutral

Urban Avoiding

(3)

(4)

(5)

(6)

(7)

(8)

Population (ln)

1.00

1.00

1.00

1.00

1.00

1.00

Average store size (ln)a

-0.32 (.082)**

-0.34 (.078)**

-0.51 (.041)**

-0.54 (.041)**

-0.37 (.061)**

-0.43 (.056)**

Average household Income (ln)

0.29 (.129)**

0.33 (.128)**

-0.11 (.063)

-0.09 (.061)

-0.39 (.097)**

-0.32 (.091)**

Share single households

-0.16 (.218)

0.27 (.196)

-0.49 (.110)**

-0.23 (.106)*

-1.06 (.176)**

-0.52 (.187)**

Share population <20

-2.19 (.347)**

-2.04 (.343)**

-1.09 (.161)**

-0.98 (.159)**

-0.77 (.214)**

-0.50 (.210)*

Share population >65

3.20 (.413)**

2.80 (.407)**

1.52 (.176)**

1.24 (.192)**

0.91 (.265)**

0.35 (.281)

Hotels (ln)

0.10 (.012)**

0.10 (.011)**

0.05 (.006)**

0.05 (.005)**

0.01 (.012)

0.01 (.010)

Polycentricity (ln)

-0.05 (.020)**

-0.02 (.019)

-0.01 (.016)

0.01 (.012)

0.01 (.018)

0.05 (.021)*

Dispersion

-0.46 (.066)**

-0.29 (.062)**

0.03 (.035)

0.07 (.034)

0.32 (.059)**

0.38 (.055)**

Polycentricity(ln)*Dispersion

-0.45 (.100)**

-0.27 (.055)**

-0.59 (.089)**

Year dummies

YES

YES

YES

YES

YES

YES

α (ln) / Sig. LR-test α

-4.14**

-4.19**

-5.67**

-5.77**

-5.04**

-5.29**

AIC

4405

4388

4359

4332

3546

3491

BIC

4476

4463

4430

4407

3617

3566

Observations

378

378

378

378

378

378

**p<0.01, *p<0.05, robust standard errors in parentheses; All variables are mean-corrected – coefficient of Population (ln) constrained at 1.
a Average store size variable is store-type specific (e.g., for Model 3 and 4 the average store size of “urban loving“ stores is used)

Table 6: Negative Binomial Pseudo Maximum Likelihood (NBPML) Estimation on Number of Stores in Retail by Store Type

MC Stores

M Stores

C Stores

(9)

(10)

(11)

(12)

(13)

(14)

Population (ln)

1.00

1.00

1.00

1.00

1.00

1.00

Average store size (ln)

-0.57 (.073)**

-0.58 (.068)**

-0.55 (.039)**

-0.57 (.040)**

-0.34 (.038)**

-0.35 (.038)**

Average household Income (ln)a

0.10 (.132)

0.16 (.128)

-0.01 (.064)

0.00 (.063)

-0.56 (.109)**

-0.50 (.109) **

Share single households

-0.54 (.228)*

-0.05 (.200)

-0.27 (.105)**

-0.10 (.092)

-0.90 (.196)**

-0.47 (.207)*

Share population <20

-1.75 (.320)**

-1.59 (.315)**

-1.16 (.175)**

-1.17 (.174)**

-0.60 (.184)*

-0.47 (.177)**

Share population >65

2.96 (.377)**

2.50 (.378)**

1.60 (.206)**

1.39 (.210)**

0.67 (.276)*

0.30 (.292)

Hotels (ln)

0.09 (.013)**

0.09 (.011)**

0.06 (.005)**

0.06 (.006)**

-0.00 (.013)

-0.01 (.012)

Polycentricity (ln)

-0.08 (.020)**

-0.04 (.020)*

0.01 (.012)

0.02 (.010)

-0.02 (.019)

0.01 (.022)

Dispersion

-0.28 (.067)**

-0.19 (.061)**

-0.06 (.031)

-0.03 (.031)

0.17 (.054)**

0.24 (.054)**

Polycentricity(ln)*Dispersion

-0.53 (.111)**

-0.20 (.047)**

-0.46 (.094)**

Year dummies

YES

YES

YES

YES

YES

YES

α (ln) / Sig. LR-test α

-4.12**

-4.20**

-5.81**

-5.87**

-4.62**

-4.71**

AIC

4470

4445

4136

4122

3891

3866

BIC

4541

4520

4206

4197

3962

3940

Observations

378

378

378

378

378

378

**p<0.01, *p<0.05, robust standard errors in parentheses; All variables are mean-corrected – coefficient of Population (ln) constrained at 1.
a Average store size variable is store-type specific

Spacing, Retail Concentration and Retail Amenities

The third proposition stated that having more proximate centres in a polycentric or dispersed region would be beneficial compared to the situation in which they were more spread out. Examining the interaction between spacing and the regional spatial structure variables in Table 7, we find no main effect of the degree of spacing between centres in a region on the number of stores in a region (Model 15). However, there is a negative effect of the interaction between spacing and polycentricity and the interaction between spacing and dispersion. These negative and significant interaction terms can be interpreted as the fact that retail amenities in polycentric and dispersed regions are more negatively affected by large distances between the centres than that is the case in monocentric regions. Alternatively, this confirms our expectations based on the third proposition that the larger the spacing between centres in a region, the more negative the effect of polycentricity and dispersion on the number of stores in a region is. However, the interaction effect between spacing and dispersion differs across store types (Model 16-21) and is significantly lower for “urban loving” and MC store types than for the other store types9. The interaction effect between spacing and polycentricity varies less drastically across store types, although it is significantly more negative for MC and C store types than for M store types. Accordingly, it can be inferred that spacing between the centres has especially a negative effect on the number of specialized stores in a region.

Table 7: NBPML Estimation on Number of Stores in Retail – Spacing Effect

All Stores
(15)

Urban Loving
(16)

Urban Neutral
(17)

Urban Avoiding (18)

MC Stores
(19)

M Stores
(20)

C Stores
(21)

Population (ln)

1.00

1.00

1.00

1.00

1.00

1.00

1.00

Average store size (ln)a

-0.59 (.048)**

-0.35 (.079)**

- 0.47 (.041)**

-0.40 (.058)**

-0.59 (.066)**

-0.49 (.041)**

-0.37 (.035)**

Average household Income (ln)

0.03 (.077)

0.44 (.125)**

-0.02 (.065)

-0.29 (.100)**

0.28 (.126)*

0.02 (.066)

-0.40 (.103)**

Share single households

-0.18 (.123)

0.20 (.201)

-0.36 (.098)**

-0.89 (.187)**

-0.17 (.206)

-0.23 (.091)*

-0.65 (.193)**

Share population <20

-1.55 (.214)**

-2.61 (.365)**

-1.29 (.166)**

-0.97 (.226)**

-2.25 (.339)**

-1.34 (.185)**

-0.97 (.197)**

Share population >65

1.98 (.247)**

3.57 (.381)**

1.59 (.200)**

1.15 (.291)**

3.54 (.372)**

1.39 (.212)**

1.25 (.280)**

Hotels (ln)

0.07 (.007)**

0.10 (.010)**

0.05 (.006)**

0.01 (.013)

0.10 (.011)**

0.07 (.005)**

-0.01 (.013)

Spacing (ln)

-0.01 (.013)

-0.05 (.021)*

-0.02 (.011)

0.04(.013)*

-0.02 (.020)*

-0.06 (.013)**

0.09 (.016)**

Polycentricity (ln)

-0.01 (.013)

-0.04 (.018)*

0.00 (.011)

0.03 (.018)

-0.06 (.018)**

0.01 (.010)

0.00 (.019)

Dispersion

0.05 (.043)

-0.13 (.061)*

0.13 (.037)**

0.30 (.062)**

-0.08 (.067)

0.08 (.031)**

0.10 (.058)

Polycentricity(ln)*Spacing(ln)

-0.12 (.019)**

-0.11 (.032)**

-0.10 (.017)**

-0.12 (.032)**

-0.12 (.031)**

-0.06 (.016)**

-0.16 (.029)**

Dispersion*Spacing(ln)

-0.56 (.076)**

-1.25 (.133)**

-0.33 (.067)**

-0.14 (.115)

-1.23 (.122)**

-0.31 (.065)**

-0.06 (.125)

Year dummies

YES

YES

YES

YES

YES

YES

YES

α (ln)

-4.35**

-4.40**

-5.83**

-5.11**

-4.36**

-5.98**

-4.75**

AIC

4915

4333

4318

3532

4402

4100

3847

BIC

4997

4416

4402

3615

4484

4183

3933

Observations

378

378

378

378

378

378

378

**p<0.01, *p<0.05, robust standard errors in parentheses; All variables are mean-corrected – coefficient of Population (ln) constrained at 1.
a Average store size variable is store-type specific

Our fourth proposition concerns the question whether concentration of retail in one centre of a polycentric or dispersed region would be beneficial. Table 8 shows the results on retail concentration, regional spatial structure and the number of stores in a region10. For a region with an average level of polycentricity and dispersion, we find no effect of retail concentration of stores on the number of stores in a region11, as well as no effect of the interaction term between retail concentration and polycentricity. However, the interaction effect between retail concentration and dispersion is positive and significant. This means that, in line with our fourth proposition, more retail amenities are present in dispersed regions in which retail is concentrated. Parameter estimates differ across store types and especially the specialized store types that cater to multipurpose and comparison shoppers (Model 26) profit from retail concentration. This also makes sense from a theoretical point of view as these stores profit from the concentration of similar types of stores. To compare, for stores that only draw on multipurpose shoppers (Model 27), we find a negative effect of retail concentration (although not significantly so) and the interaction effect between retail concentration and polycentricity. This is in line with the prediction by MCLAFFERTY and GHOSH (1986) that multipurpose shopping by itself generally leads to a dispersion of similar, competing retail establishments. Nevertheless, more disaggregated analysis by retailing function is needed here to validate this claim. We also find a positive interaction effect between retail concentration and dispersion for the urban avoiding stores, meaning that in dispersed areas we find more of such stores in case these are concentrated. However, this does not necessarily mean that these store types profit from concentration in large cities as it is well known that the retailing functions such as garden centres and furniture stores cluster together on industrial sites at the fringe of the city.

Table 8: NBPML Estimation on Number of Stores in Retail –Retail Concentration Effect

All Stores
(22)

Urban Loving
(23)

Urban Neutral
(24)

Urban Avoiding (25)

MC Stores
(26)

M Stores
(27)

C Stores
(28)

Population (ln)

1.00

1.00

1.00

1.00

1.00

1.00

1.00

Average store size (ln)

-0.64 (.059)**

-0.29 (.089)**

-0.53 (.046)**

-0.45 (.064)**

-0.62 (.072)**

-0.57 (.046)**

-0.35 (.037)**

Average household Income (ln)a

-0.04 (.076)

0.32 (.123)**

-0.12 (.062)

-0.31 (.095)**

0.17 (.126)

-0.01 (.063)

-0.56 (.115)**

Share single households

-0.29 (.144)

-0.41 (.237)

-0.33 (.129)*

-0.42 (.201)*

-0.45(.223)*

-0.34 (.119)**

-0.36 (.260)

Share population <20

-1.13 (.223)**

-1.93 (.362)**

-1.06 (.174)**

-0.57 (.214)**

-1.37 (.323)**

-1.20 (.179)**

-0.60 (.186)**

Share population >65

1.46 (.272)**

2.77 (.452)**

1.48 (.202)**

0.70 (.322)*

2.10 (.411)**

1.72 (.227)**

0.67 (.315)*

Hotels (ln)

0.07 (.007)**

0.11 (.012)**

0.05 (.006)**

0.01 (.012)

0.11 (.012)**

0.06 (.007)**

-0.01 (.013)

Retail concentrationb

0.12 (.089)

0.45 (.120)**

-0.08 (.071)

-0.09 (.105)

0.59 (.110)**

-0.13 (.099)

-0.16 (.119)

Polycentricity (ln)

0.00 (.021)

0.02 (.029)

-0.02 (.018)

0.01 (.027)

0.03 (.026)

-0.02 (.021)

-0.04 (.024)

Dispersion

-0.01 (.045)

-0.34 (.069)**

0.04 (.041)

0.38 (.067)**

-0.15 (.065)*

-0.10 (.037)**

0.02 (.119)

Polycentricity(ln)*Retail conc.

0.05 (.084)

0.14 (.151)

0.04 (.081)

0.23 (.116)

0.29 (.132)*

-0.22 (.098)*

0.24 (.147)

Dispersion* Retail concentration

0.79 (.278)**

0.02 (.507)

0.17 (.238)

1.76 (.394)**

1.53 (.484)**

-0.01 (.213)

0.66 (.392)

Year dummies

YES

YES

YES

YES

YES

YES

YES

α (ln)

-5.18**

-4.22**

-5.69**

-5.22**

-4.27**

-5.84**

-4.67**

AIC

4970

4374

4362

3517

4431

4136

3883

BIC

5053

4425

4444

3600

4514

4218

3966

Observations

378

378

378

378

378

378

378

**p<0.01, *p<0.05, robust standard errors in parentheses; All variables are mean-corrected – coefficient of Population (ln) constrained at 1.
a Average store size variable is store-type specific
b Retail primacy variable is store-type specific (e.g., for MC stores (Model 26) the retail primacy of MC stores is used)

Regional Spatial Structure and Outward Orientation

The foregoing analyses implicitly assumed that retailing functions outside a certain region do not have any effect on the retailing functions within that region. Although on average 93% of all Dutch shopping trips take place within the own region, there are considerable differences across regions, and especially in polycentric and dispersed regions. For example, Delfzijl in the north of the Netherlands can be considered a second-order region within some first-order region at a higher geographical scale with Groningen (see also Figure 2) as principal centre. This is reflected in the large share of shopping trips (13.6%) that originate from the Delfzijl region and are targeted at Groningen. At the same time, few people living in Groningen (0.9%) do their shopping in the Delfzijl region. Comparable regions that are also characterised by a net outflow of consumers to neighbouring regions are Gouda (large net loss of consumers to Rotterdam and The Hague), Goes (net loss to cities as Bergen op zoom, Roosendaal and Breda), and Sneek (large net loss to Drachten and Leeuwarden). There exists a moderately strong correlation between the degree of polycentricity and the net outflow of consumers (0.24) and the degree of dispersion and the net outflow of consumers (0.52) in the sense that more polycentric and more dispersed regions are characterised by higher net outflows of consumers. In actual fact, monocentric regions with large principal cities such as Amsterdam, Rotterdam and Groningen experience a net inflow of consumers. Yet, some polycentric and/or dispersed regions such as Middelburg and Terneuzen that are relatively spatially isolated, face less competition from neighbouring regions, and, hence, do not experience a large loss of consumers to neighbouring regions.

Table 9 shows the regression results of the net outflow of consumers on the number of stores in a region. Although this specification faces some serious endogeneity problems given that the direction of the relationship between consumer mobility and retail amenities is far from clear (in that the absence of retail amenities in a region can also lead to the generation of shopping trips to other regions), we find a negative and significant relation between the net outflow of consumers and the number of stores in a region (Model 29). This is in line with our fifth proposition, in which a net outflow of consumers was considered to lead to less, and in particular less specialised retail. For a region with an average level of polycentricity and dispersion, a 1 percentage point increase in the net outflow of consumers translates into a decrease in the number of stores by 0.61%, holding everything else constant. The interaction effects between the net outflow of consumers and the regional spatial structure variables are also negative12. This means that the larger the net outflow of consumers to other regions, the more negative the effect of polycentricity and dispersion on the number of stores in a region is. Especially stores that profit from a densely populated environment and cater to multipurpose and comparison shoppers are affected by a relatively large net outflow of consumers (Model 30-35). This is in line with our expectations, as these are more specialised stores for which consumers are willing to travel longer distances and which require a large demand threshold.

Table 9: NBPML Estimation on Number of Stores in Retail – Net Outward Consumers Effect

All Stores
(29)

Urban Loving
(30)

Urban Neutral
(31)

Urban Avoiding (32)

MC Stores
(33)

M Stores
(34)

C Stores
(35)

Population (ln)

1.00

1.00

1.00

1.00

1.00

1.00

1.00

Average store size (ln)

-0.62 (.052)**

-0.49 (.074)**

-0.50 (.041)**

-0.38 (.061)**

-0.72 (.068)**

-0.51 (.041)**

-0.36 (.034)**

Average household Income (ln)

0.00 (.072)

0.37 (.118)**

-0.03 (.060)

-0.23 (.091)**

0.22 (.116)

0.03 (.064)

-0.36 (.103)**

Share single households

0.09 (.162)

1.05 (.235)**

-0.14 (.139)**

-0.92 (.196)**

0.61 (.228)**

0.11 (.130)*

-0.92 (.199)**

Share population <20

-0.89 (.184)**

-1.45 (.312)**

-0.89 (.150)**

-0.35 (.209)

-0.97 (.286)**

-1.23 (.177)**

-0.13 (.201)

Share population >65

0.94 (.230)**

1.55 (.394)**

1.00 (.190)**

0.11 (.297)

1.22 (.361)**

1.31 (.207)**

-0.08 (.342)

Hotels (ln)

0.05 (.007)**

0.07 (.012)**

0.04 (.006)**

0.01 (.011)

0.07 (.013)**

0.05 (.006)**

-0.00 (.012)

Share net outward

-0.61 (.152)**

-0.78 (299)**

-0.40 (.116)**

-1.45 (.157)**

-1.23 (.291)**

0.10 (.143)

-1.81 (.269)**

Polycentricity (ln)

0.00 (.016)

-0.01 (.020)

0.01 (.014)

0.02 (.019)

-0.03 (.020)

0.01 (.010)

-0.01 (.019)

Dispersion

0.13 (.047)**

0.00 (.067)

0.17 (.044)**

0.52 (.069)**

0.13 (.065)

0.04 (.037)

0.38 (.058)**

Polycentricity(ln)*Share outward

-1.69 (.299)**

-3.84 (.486)**

-1.33 (.275)**

-1.34 (.383)**

-3.96 (.487)**

-1.25 (.250)**

-0.69 (0.44)

Dispersion)*Share outward

-2.70 (.754)**

-6.57 (1.28)**

-1.50 (.061)*

-0.81 (.643)

-6.34 (1.35)**

-1.03 (.559)

-2.09 (1.27)

Year dummies

YES

YES

YES

YES

YES

YES

YES

α (ln)

-5.36**

-4.45**

-5.81**

-5.23**

-4.39**

-5.91**

-4.81**

AIC

4905

4304

4320

3503

4347

4118

3832

BIC

4988

4387

4403

3586

4430

4201

3915

Observations

378

378

378

378

378

378

378

**p<0.01, *p<0.05, robust standard errors in parentheses; All variables are mean-corrected – coefficient of Population (ln) constrained at 1.
a Average store size variable is store-type specific

CONCLUSIONS AND DISCUSSION

In this paper, we have researched the relationship between regional spatial structure and the presence of retail amenities in a region. It was found that there is no relationship between polycentricity or dispersion and the overall number of stores, but regions that are both polycentric ánd dispersed are characterised by relatively less retail amenities. In addition, it was found that polycentric and dispersed regions host less specialised retailing functions that cater to multipurpose and comparison shoppers and/or demand an urban environment. This paper subsequently explored ways to overcome these negative effects of polycentricity and dispersion. It was obtained that the effect of polycentricity and dispersion is dependent on (1) the spacing between cities in a region, (2) retail concentration, and (3) spatial competition from neighbouring regions. Polycentric or dispersed regions that fared better than other polycentric or dispersed regions were characterised by (a) its constituent centres being located more proximally, (b) a relative strong concentration of retail in one centre, and (c) less competition from centres outside the region. These findings have important implications for regional policy.

First, as polycentric and dispersed regions in which the distances between the different cities are relatively small perform generally better in the sense that they host more (specialised) retail amenities, it would make sense to limit these distances. Although one cannot change physical distance between cities in a region, investments in infrastructure and public transportation could be targeted to limit the distance in terms of travel time. This overcomes barriers to consumer trade and, hence, allows to ‘organise’ critical mass in a region to generate urban network externalities. This does, however, not necessarily mean that all cities within the region will be better off in terms of retail amenities. In some situations, investments in transportation will assist the largest or most central cities in the network to acquire more agglomeration advantages, resulting in agglomeration rather than spatial dispersal of economic activities (MCCANN and SHEFER, 2004). Second, polycentric and dispersed regions in which retail is relatively concentrated perform generally better in terms of having more specialised retail amenities that cater to multipurpose and comparison shoppers, as well as store types that normally flourish in larger cities. Here, regional coordination between the different cities in a region can play an important role in realising concentration of specialised retail. Such coordination should aim at avoiding duplications in local retail development strategies in a situation where cities are often pursuing the same policy to promote their distinctiveness to increase local prosperity (TUROK, 2009). It is not necessary, if not undesirable, to concentrate all retailing functions: those stores that sell frequently bought convenience goods and only cater to multipurpose shoppers do not need to be concentrated. Yet, reducing intra-regional spatial competition by means of concentration of retail to maximise retail amenities at the regional level will also be beneficial to battle competition from retail centres in neighbouring regions.

However, improving regional coordination with respect to retail planning is easier said than done, as the benefits and costs of such a strategy accrue to different stakeholders and appear at different moments in time. This calls for trade-off mechanisms, as well as (planning) tools, such as regional spatial visioning processes, to raise understanding of the ‘regional’ common good among local decision-makers. At the same time, future research should compare the relative importance of spatial structure with that of institutional (planning) strategies (EVERS 2008) in order to obtain a better understanding of how both factors jointly influence retail amenities in regions. This should also extend the analysis to non-retail amenities, as these face similar issues in spatial structure, agglomeration economies and shifting market demand as retail amenities do.

ACKNOWLEDGEMENTS

We would like to thank two anonymous reviewers and the participants of the Workshop on Urban Systems 2.0 in Delft for useful suggestions and comments on earlier versions of this paper. All errors remain ours.

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NOTES

* Martijn J. Burger, Department of Applied Economics, Erasmus University Rotterdam, Tinbergen Institute and Erasmus Research Institute for Management (ERIM), Rotterdam. E-mail: mburger@ese.eur.nl

** Evert J. Meijers, OTB Research Institute for Housing, Urban and Mobility Studies, Delft University of Technology. E-mail: e.j.meijers@tudelft.nl

*** Frank G. van Oort, Department of Economic Geography, Utrecht University. E-mail: f.vanoort@geo.uu.nl

1. Here we use a morphological approach to spatial structure. A more thorough discussion of the distinction between the morphological and functional approach can be found in HALL and PAIN (2006), GREEN (2007) and BURGER and MEIJERS (2012).

2. Notable exceptions are VAN OORT et al. (2010) and HANSSENS et al. (2013), who study buyer-supplier relations and a number of chapters in HALL and PAIN (2006) that discuss regional office networks. A comparison of the spatial organization of different functional networks is provided by BURGER et al. (2013).

3. This paper focuses on the 'average' or 'representative' consumer, whereas current research on retail emphasises the increasing differentiation, by income and age groups.Unfortunately, the data does not allow us to distinguish between different types of consumers.

4. In this it is assumed that lower-order centres do not provide goods and services to the highest-order central place and trade between centres of similar size is considered redundant as these centres provide the same goods and services.

5. In their original classification, WEST et al. (1985) also mention the existence of S stores, which provide single isolated purchases. These mainly concerns business related to entertainment such as restaurants, bars, movie theatres and arcades. These types of stores are not classified as retail establishments in the Netherlands and therefore beyond the scope of this paper.

6. Here, the parameter values have been estimated using the rank-size regression approach by GABAIX and IBRAGIMOV (2011), which corrects for small sample bias.

7. Here, negative binomial models are preferred over Poisson model due to the presence of considerable overdispersion (see GOURIEROUX et al., 1984). These models can be considered modification of the conventional Poisson regression model (GREENE, 1994), which is the conventional count data model.

8. In regressions in which this parameter is not constrained, the parameter value for Population (ln) is most often very close to 1.

9. The related Wald tests on the equality of coefficients are available upon request.

10. VIF statistics indicated no multicollinearity problem between the spatial structure and retail structure variables.

11. Similar conclusions can be drawn based on a model without interaction terms.

12. Yet we believe that in principal stores follow people and not the other way around. Hence, the net outflow of consumers foremost signifies the opportunities consumers have to shop outside a region.


Edited and posted on the web on 21st February 2013