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Questions tagged [combinatorial-optimization]

For questions about optimization over a discrete solution space.

0 votes
0 answers
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I am analyzing a specific instance of the Single-item Economic Lot-Sizing (ELS) problem where production costs are piecewise linear and backlogging is allowed. I have a "target" solution ...
Ptr's user avatar
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0 answers
75 views

I am struggling to formulate this disaggregation problem as a network flow. Can anyone help me see a way to make things work? I am not fully familiar with all of the tricks and gadgets for network ...
benzuwnx's user avatar
1 vote
0 answers
69 views

I have a class of ILP questions in the form of: \begin{align*} \text{Max} \quad & c^T x \\ \text{subject to} \quad & Ax \leq b \\ & A \in \{0,-1,1\}^{(m+n+mn)*(mn+n)...
Schell Dou's user avatar
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Semidefinte programming (with linear objectives) is sometimes explained as a generalisation of linear programming. Both approaches admit finding solutions and certificates of optimality efficiently. ...
worldsmithhelper's user avatar
2 votes
1 answer
144 views

I am trying to linearize the following logical expression without using any auxiliary binary variables, and I am interested in knowing if there is a way to do that. $$ (x = y) \implies (b = 1) $$ ...
A.Omidi's user avatar
  • 10k
2 votes
1 answer
83 views

Below I describe a combinatorial optimization problem. I think at this point the most useful thing would be to find out what the real name of this problem is, or what real canonical OR problem this is ...
Cactus's user avatar
  • 121
1 vote
0 answers
40 views

I am currently studying the Order Batching Problem (OBP), particularly in the context of warehouse order picking. The objective is to optimize order batching to minimize picking time and ensure timely ...
hanugm's user avatar
  • 111
0 votes
1 answer
76 views

Could you provide a reference in which a combinatorial optimization problem is stated without actually specifying the constraints? For example, they write something like: s.t. $x \in X$ or s.t. $x$ is ...
Fede P's user avatar
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6 votes
2 answers
458 views

I am working on a problem involving "nested" binpacking, which means that $n$ items must be assigned to small bins, which themselves are assigned to larger bins. Here is an example with $n=3$...
NormalFit's user avatar
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3 votes
0 answers
95 views

First, Happy New Year and I hope you all are doing well. I am working on a problem to understand how the best structure of the problem to decompose would be. The structure of the compact formulation ...
A.Omidi's user avatar
  • 10k
3 votes
2 answers
187 views

Are there any convenient python packages allowing to flexibly modify different parts of a metaheuristic routine? Say I have a new idea of how to do a local search in a particular optimization problem (...
Weather Report's user avatar
2 votes
4 answers
126 views

I have a complex optimization problem that I can't seem to solve. The problem involves optimizing manpower and their scheduling. There are 10 projects all starting on same date Each project has 5 ...
user avatar
2 votes
0 answers
163 views

I reformulated a VRP problem via combinatorial Benders Decomposition, moving all Big-M constraints to the Linear program (LP) sub problem. I implemented the Benders approach in Gurobi, if I find an ...
PySeeker's user avatar
  • 121
2 votes
1 answer
123 views

The framework of my question is the multiobjective shortest path problem over a directed graph $G=(V,E)$ whose objective vector is the following : \begin{equation}\tag{1} \sum_{ij} \vec{b}_{ij} x_{ij} ...
deb2014's user avatar
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1 vote
1 answer
166 views

I need to add some lazy constraints within a CPLEX generic callback (version 22.1.1). Those lazy constraints do not exclude the current solution candidate, but they nevertheless exclude other integer ...
Sirion's user avatar
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