Optimization of Production-Distribution Problem in Supply Chain Management under Stochastic and Fuzzy Uncertainties

Table 28

Transportation capacity of path from warehouse to retailer at period .

Path	Warehouses
High probability (0.5)
		(310; 328; 340)	(320; 343; 360)	(305; 325; 340)	(310; 323; 340)	(330; 359; 375)
		(340; 357; 370)	(310; 331; 350)	(335; 360; 375)	(340; 356; 370)	(325; 355; 370)
		(300; 324; 340)	(320; 339; 350)	(320; 346; 360)	(305; 326; 340)	(335; 350; 370)
		(520; 545; 570)	(500; 523; 550)	(500; 522; 590)	0	(530; 569; 610)
		(500; 528; 560)	(545; 576; 595)	(500; 513; 580)	0	(490; 515; 570)
		0	0	0	0	0
		0	0	0	0	0
		(240; 272; 300)	0	(215; 246; 280)	(240; 268; 300)	0
		(250; 284; 310)	0	(210; 235; 250)	(200; 232; 270)	0
Medium probability (0.3)
		(217; 230; 238)	(224; 241; 252)	(214; 228; 238)	(217; 227; 238)	(231; 252; 263)
		(238; 250; 259)	(217; 232; 245)	(235; 252; 263)	(238; 250; 259)	(228; 249; 259)
		(210; 227; 238)	(224; 238; 245)	(224; 243; 252)	(214; 229; 238)	(235; 245; 259)
		(364; 382; 399)	(350; 367; 385)	(350; 366; 413)	0	(371; 399; 427)
		(350; 370; 392)	(382; 404; 417)	(350; 360; 406)	0	(343; 361; 399)
		0	0	0	0	0
		0	0	0	0	0
		(168; 191; 210)	0	(151; 173; 196)	(168; 188; 210)	0
		(175; 199; 217)	0	(147; 165; 175)	(140; 163; 189)	0
Low probability (0.2)
		(155; 164; 170)	(160; 172; 180)	(153; 163; 170)	(155; 162; 170)	(165; 180; 188)
		(170; 179; 185)	(155; 166; 175)	(168; 180; 188)	(170; 178; 185)	(163; 178; 185)
		(150; 162; 170)	(160; 170; 175)	(160; 173; 180)	(153; 163; 170)	(168; 175; 185)
		(260; 273; 285)	(250; 262; 275)	(250; 261; 295)	0	(265; 285; 305)
		(250; 264; 280)	(273; 288; 298)	(250; 257; 290)	0	(245; 258; 285)
		0	0	0	0	0
		0	0	0	0	0
		(120; 136; 150)	0	(108; 123; 140)	(120; 134; 150)	0
		(125; 142; 155)	0	(105; 118; 125)	(100; 116; 135)	0