基于PSO的火车票分配问题

  这是一个火车票分配问题（只有X是未知的） 假设初始座位数为N 分配给AB，BC，AC的座位数量为（xAB,xBC,xAC） 假设在时间t还剩余的A-B,B-C的可售座位数为（a,b） 三个区段的需求DAB,DBC,DAC,是独立的随机变量（也可以给确定的值），其价格分别为（fAB，fBC，fAC）(This is a train ticket assignment problem (only X is unknown). Suppose the initial number of seats is N The number of seats allocated to AB, BC and AC is (xAB, xBC, xAC). Assuming that the remaining A-B in time t remains, the number of seats available for sale is B-C (a, b). Demand DAB, DBC and DAC in three sectors are independent random variables (which can also be given a fixed value), and their prices are (fAB, fBC, fAC) respectively.)

Adap_PSO_ysw.m, 2673 , 2018-11-16
APSO_Vt.m, 2420 , 2018-11-16
fun.m, 419 , 2018-11-16
Main_APSO.m, 951 , 2018-11-16
parameters.m, 469 , 2018-11-16
建模.docx, 21158 , 2018-11-16
建模2.docx, 21515 , 2018-11-16