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Articles

Format blurring: how the advent of the Walmart Supercenter has changed the U.S. grocery industry

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Pages 1285-1305 | Received 24 Nov 2020, Accepted 23 Jul 2021, Published online: 11 Aug 2021

Figures & data

Figure 1. Comparison of store G’s profits between the specialisation and expansion strategies (c = 0.5, α = 0.5). A: ΠG1*ΠG2*>0, B: ΠG1*ΠG2*<0, C: Non-feasible areas, Dashed line: DS=[c(1+α)].

Source: Authors.

Figure 1. Comparison of store G’s profits between the specialisation and expansion strategies (c = 0.5, α = 0.5). A: ΠG1*−ΠG2*>0, B: ΠG1*−ΠG2*<0, C: Non-feasible areas, Dashed line: DS=[c(1+α)].Source: Authors.

Figure 2. Store G’s profits for different levels of service (c = 0.5, α = 0.5). Dashed line = ΠG1*, Straight line = ΠG2*

Source: Authors.

Figure 2. Store G’s profits for different levels of service (c = 0.5, α = 0.5). Dashed line = ΠG1*, Straight line = ΠG2*Source: Authors.

Table 1. Examination of [DS/d*] for different parameter values.

Figure 3. Store G’s profits for different α values (c = 0.5, DS = 0.7).

Source: Authors.

Figure 3. Store G’s profits for different α values (c = 0.5, DS = 0.7).Source: Authors.

Figure 4. Store G’s profits for different values of c and α. A: ΠG1*ΠG2*>0, B: ΠG1*ΠG2*<0, C: Non-feasible areas, Dashed line: DS=[c(1+α)].

Source: Authors.

Figure 4. Store G’s profits for different values of c and α. A: ΠG1*−ΠG2*>0, B: ΠG1*−ΠG2*<0, C: Non-feasible areas, Dashed line: DS=[c(1+α)].Source: Authors.