|
[Date Index]
[Thread Index]
[Author Index]
About linear programming
- To: mathgroup at smc.vnet.net
- Subject: [mg126207] About linear programming
- From: Marcela Villa Marulanda <mavima10 at gmail.com>
- Date: Wed, 25 Apr 2012 00:33:49 -0400 (EDT)
- Delivered-to: l-mathgroup@mail-archive0.wolfram.com
Hi,
I attempt to solve these linear programming problems in Mathematica,
but its result is "Maximize::natt: The maximum is not attained at any
point satisfying the given constraints", why? I've solved this problem
in other applications and the solution is achieved.
I don't know the reasons about it. I'll thank to whom give me some
clues!
Problem 1
Maximize[{5 Subscript[x, 1] + 4 Subscript[x, 2] + 3 Subscript[x, 3],
Subscript[x, 1] + Subscript[x, 3] <= 15 &&
Subscript[x, 2] + 2 Subscript[x, 3] <= 25}, {Subscript[x, 1],
Subscript[x, 2], Subscript[x, 3]}];
Problem 2
Maximize[{30 Subscript[x, 1] + 40 Subscript[x, 2] +
20 Subscript[x, 3] + 10 Subscript[x, 4] - 15 Subscript[x, 5] -
20 Subscript[x, 6] - 10 Subscript[x, 7] - 8 Subscript[x, 8],
0.3 Subscript[x, 1] + 0.3 Subscript[x, 2] + 0.25 Subscript[x, 3] +
0.15 Subscript[x, 4] <= 1000 &&
0.25 Subscript[x, 1] + 0.35 Subscript[x, 2] +
0.3 Subscript[x, 3] + 0.1 Subscript[x, 4] <= 1000 &&
0.45 Subscript[x, 1] + 0.5 Subscript[x, 2] + 0.4 Subscript[x, 3] +
0.22 Subscript[x, 4] <= 1000 &&
0.15 Subscript[x, 1] + 0.15 Subscript[x, 2] +
0.1 Subscript[x, 3] + 0.05 Subscript[x, 4] <= 1000 &&
Subscript[x, 1] + Subscript[x, 5] == 800 &&
Subscript[x, 2] + Subscript[x, 6] == 750 &&
Subscript[x, 3] + Subscript[x, 7] == 600 &&
Subscript[x, 4] + Subscript[x, 8] == 500}, {Subscript[x, 1],
Subscript[x, 2], Subscript[x, 3], Subscript[x, 4], Subscript[x, 5],
Subscript[x, 6], Subscript[x, 7], Subscript[x, 8]}]
Prev by Date:
Re: Question about DayOfWeek
Next by Date:
FindFit and squared residuals
Previous by thread:
Re: from a 2d-figure to an interactive 3d model? is it possible with mathematica?
Next by thread:
Re: About linear programming
|