Integrating Dynamic Pricing and Inventory Control for Fresh Agriproduct under Multinomial Logit Choice

Table 1

The optimal solution under dynamic pricing and regular pricing.

Periods T	Order quantity		Pricing		Inventory		π^d	π^g
	Q^d	Q^g
5	78	72	(14.8,9.7)	12.5	(49,0)	9	4235.6	3578.2	18.4%
	68	65	(12.6,8.6)	10.4	(31,2)	8
	92	80	(17.5,11.4)	12.8	(56,11)	13
	43	45	(10.9,6.2)	8.1	(22,0)	3
	52	45	(11.5,8.2)	9.3	(12,1)	5
10	81	70	(15.6,10.7)	12.2	(52,0)	10	8343.8	6984.4	19.5%
	72	61	(13.6,8.4)	10.3	(38,6)	7
	83	58	(16.5,10.4)	13.2	(56,9)	8
	76	59	(11.9,7.8)	8.5	(32,2)	4
	70	73	(12.5,9.2)	8.1	(34,6)	4
	56	41	(16.5,9.8)	14.6	(30,1)	9
	68	59	(12.2,8.8)	9.5	(31,2)	8
	65	47	(15.4,10.4)	13.8	(33,9)	7
	58	56	(12.4,7.3)	9.2	(23,0)	3
	49	39	(12.8,6.4)	9.7	(19,1)	2
20	90	86	(15.5,9.8)	13.1	(54,0)	16	17532.8	14963.2	17.2%
	72	65	(14.3,8.5)	10.4	(36,6)	8
	83	57	(16.5,10.1)	11.1	(40,9)	9
	66	75	(13.2,7.6)	8.6	(31,4)	5
	72	54	(12.9,9.5)	9.2	(34,6)	4
	56	51	(16.3,9.2)	13.2	(35,3)	7
	68	62	(13.2,8.7)	9.8	(31,3)	4
	65	45	(15.1,12.2)	13.6	(33,5)	4
	57	69	(13.8,7.9)	9.7	(28,0)	3
	48	46	(15.5,9.2)	10.2	(21,1)	2
	81	72	(13.8,7.1)	9.8	(43,0)	2
	70	58	(13.9,9.2)	10.4	(38,6)	7
	78	50	(15.4,6.8)	11.9	(49,2)	5
	71	48	(13.2,8.8)	9.5	(33,3)	0
	61	63	(14.5,8.2)	8.4	(35,6)	8
	56	52	(16.5,7.8)	14.6	(37,3)	10
	76	48	(11.3,8.8)	9.9	(32,3)	6
	66	64	(14.5,9.4)	12.8	(39,5)	8
	52	49	(13.7,7.8)	9.8	(23,0)	3
	50	46	(14.5,6.9)	9.1	(22,0)	1