Table 7 The rest of the parameter values... | Emerald Publishing

Table 7

The rest of the parameter values for the test instances

Category	Value of parameters
Small (K = 5, Bud = 5,000)	${Scap}_{m g} = (3,000, 6,000)$
	${Scap}_{m i} = (100, 300)$
	c_k = (30, 70)
	Cap_mj = (200, 400)
	${Cost}_{g k}^{v} = (100, 200)$
	${Cost}_{j k}^{v}$ = (20, 90)
	${Cost}_{i j}^{v} = (30, 80)$
	${Cost}_{g i}^{v} = (20, 90)$
	$ψ_{k} = (1,500, 3,500)$
	$α_{v} = (200, 320)$
	$ω_{t} = (0.5, 0.9)$
Medium (K = 10, Bud = 50,000)	${Scap}_{m g} = (10,000, 20,000)$
	${Scap}_{m i} = (100, 300)$
	c_k = (30, 70)
	Cap_mj = (200, 400)
	${Cost}_{g k}^{v} = (100, 200)$
	${Cost}_{j k}^{v}$ = (20, 90)
	${Cost}_{i j}^{v} = (30, 80)$
	${Cost}_{g i}^{v} = (20, 90)$
	$ψ_{k} = (1,500, 3,500)$
	$α_{v} = (200, 320)$
	$ω_{t} = (0.5, 0.9)$
Large (K = 15, Bud = 500,000)	${Scap}_{m g} = (50,000, 120,000)$
	${Scap}_{m i} = (100, 300)$
	c_k = (30, 70)
	Cap_mj = (200, 400)
	${Cost}_{g k}^{v} = (100, 200)$
	${Cost}_{j k}^{v}$ = (20, 90)
	${Cost}_{i j}^{v} = (30, 80)$
	${Cost}_{g i}^{v} = (20, 90)$
	$ψ_{k} = (1,500, 3,500)$
	$α_{v} = (200, 320)$
	$ω_{t} = (0.5, 0.9)$

Category	Value of parameters
Small (K = 5, Bud = 5,000)	${Scap}_{m g} = (3,000, 6,000)$
	${Scap}_{m i} = (100, 300)$
	c_k = (30, 70)
	Cap_mj = (200, 400)
	${Cost}_{g k}^{v} = (100, 200)$
	${Cost}_{j k}^{v}$ = (20, 90)
	${Cost}_{i j}^{v} = (30, 80)$
	${Cost}_{g i}^{v} = (20, 90)$
	$ψ_{k} = (1,500, 3,500)$
	$α_{v} = (200, 320)$
	$ω_{t} = (0.5, 0.9)$
Medium (K = 10, Bud = 50,000)	${Scap}_{m g} = (10,000, 20,000)$
	${Scap}_{m i} = (100, 300)$
	c_k = (30, 70)
	Cap_mj = (200, 400)
	${Cost}_{g k}^{v} = (100, 200)$
	${Cost}_{j k}^{v}$ = (20, 90)
	${Cost}_{i j}^{v} = (30, 80)$
	${Cost}_{g i}^{v} = (20, 90)$
	$ψ_{k} = (1,500, 3,500)$
	$α_{v} = (200, 320)$
	$ω_{t} = (0.5, 0.9)$
Large (K = 15, Bud = 500,000)	${Scap}_{m g} = (50,000, 120,000)$
	${Scap}_{m i} = (100, 300)$
	c_k = (30, 70)
	Cap_mj = (200, 400)
	${Cost}_{g k}^{v} = (100, 200)$
	${Cost}_{j k}^{v}$ = (20, 90)
	${Cost}_{i j}^{v} = (30, 80)$
	${Cost}_{g i}^{v} = (20, 90)$
	$ψ_{k} = (1,500, 3,500)$
	$α_{v} = (200, 320)$
	$ω_{t} = (0.5, 0.9)$