Mathematical Problems in Engineering / 2017 / Article / Tab 2 / Research Article
Alternative Mathematical Models and Solution Approaches for Lot-Sizing and Scheduling Problems in the Brewery Industry: Analyzing Two Different Situations Table 2 Mathematical model for Case B.
Obj Func Constraints Stages I and II Stage I Stage II BSAM-I + BSAM′-II (1 ) (2 ) (3 )–(5 ) (6 )-(7 ) and (32 ) BSAM-I + SPL′-II (22 ) (2 ) (3 )–(5 ) (23 )–(26 ) and (33 ) SPL-I + BSAM′-II (1 ) (15 ) (16 )–(20 ) (6 )-(7 ) and (32 ) SPL-I + SPL′-II (22 ) (15 ) (16 )–(20 ) (23 )–(26 ) and (33 ) BSAM-I + ATSP-II (34 ) (2 ) (3 )–(5 ) (35 )–(41 ) and (10 )–(14 ) SPL-I + ATSP-II (34 ) (15 ) (16 )–(20 ) (35 )–(41 ) and (10 )–(14 )