代码搜索：Demand
找到约 1,286 项符合「Demand」的源代码
代码结果 1,286
www.eeworm.com/read/386978/8714864
m plotpicture.m
global demand;
global customer;
global depot;
v=[3 12 10
3 5 14
1 13 3
3 9 6
3 15 8
1 11 4
3 1 7
3
www.eeworm.com/read/386978/8714876
asv plotpicture.asv
x=[ 24399.590296639882581075653433800, 23712.790087948884320212528109550, 22618.995555551806319272145628929, 22297.884686486595455789938569069, 22128.230722577744018053635954857, 21719.815654735539283
www.eeworm.com/read/386978/8714908
m testsc.m
function cost=SC(v,l)
global customer;
global depot;
global demand;
global FC;
global W;
FC=[250 430 150 240];
W=[2 3 2 4];
depot=4;
customer=15;
demand=[12.8 8.5 245
18.4 3.4 345
15.
www.eeworm.com/read/386978/8714931
asv sc.asv
function cost=SC(v,l)
global customer;
global depot;
global demand;
global FC;
global W;
v=[];
l=[];
customer=15;
depot=4;
demand=
FC=;
W=;
J=depot;
z=zeros(1,
www.eeworm.com/read/386978/8714941
m plotpicture2.m
global demand;
global customer;
global depot;
v=[ 3 14 5
3 10 12
3 7 6
1 8 15
1 13 3
1 4 11
1 1 9
1
www.eeworm.com/read/384940/8828806
m dmclass.m
function a = DMclass(varargin)
% constructor of the class Demand
% == Demand load ==
global Settings
switch nargin
case 0
a.con = [];
a.n = 0;
a.bus = [];
a.vbus = [];
a.u = [];
a.store
www.eeworm.com/read/384940/8831805
m fm_snb.m
function fm_snb
% FM_SNB compute Saddle-node Bifurcation
% by means of a Direct Method
%
% FM_SNB
%
%System Equations:
% g(y,kg,lambda) = 0 -> operating point
% dg/dy'*ro = 0
www.eeworm.com/read/421666/10712937
mod transp_csv.mod
# A TRANSPORTATION PROBLEM
#
# This problem finds a least cost shipping schedule that meets
# requirements at markets and supplies at factories.
#
# References:
# Dantzig G B, "Linear Pr
www.eeworm.com/read/421666/10713087
mod fctp.mod
/* FCTP, Fixed-Charge Transportation Problem */
/* Written in GNU MathProg by Andrew Makhorin */
/* The Fixed-Charge Transportation Problem (FCTP) is obtained from
classical t
www.eeworm.com/read/418304/10954493
m dmclass.m
function a = DMclass(varargin)
% constructor of the class Demand
% == Demand load ==
switch nargin
case 0
a.con = [];
a.n = 0;
a.bus = [];
a.store = [];
a = class(a,'DMclass');
case 1
i