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1 vote

1 answer

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Single item unconstrained lot-sizing with multiple suppliers and minimum order quantities

CommunityBot

1

modified 53 mins ago

0 votes

1 answer

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Convex approximation of an expression

Muhammad

67

modified 3 hours ago

3 votes

1 answer

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Optimization problem with the Harmonic number

RobPratt

30.4k

modified 6 hours ago

0 votes

0 answers

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Solving a max-min convex optimization problem with interior-point methods

Erel Segal-Halevi

911

modified 11 hours ago

1 vote

0 answers

84 views

Applications of Knapsack and Cutting Stock in Pure Math

J. Dionisio

534

modified 2 days ago

2 votes

1 answer

251 views

Ways to improve lower bounds while solving MIPs

Lucas Araujo

11

answered 2 days ago

2 votes

1 answer

91 views

Rearrange 'x' piles of items into eight possible locations/bins based on item colour and length

CommunityBot

1

modified Dec 1 at 21:09

2 votes

1 answer

110 views

logic constraints for IP model

SecretAgentMan

1,885

modified Dec 1 at 17:09

2 votes

1 answer

134 views

Find an algorithm for quickly computing results to a given equation

CommunityBot

1

modified Dec 1 at 14:06

2 votes

1 answer

132 views

Control load per trip in multi trip VRP in ORTools

CommunityBot

1

modified Dec 1 at 6:02

0 votes

1 answer

62 views

MIP formulation for a lower semi-continuous function

RobPratt

30.4k

modified Dec 1 at 0:16

1 vote

1 answer

122 views

Job Scheduling with Energy Consumption using Linear Programming

Sutanu Majumdar

3,343

modified Nov 30 at 23:26

1 vote

1 answer

58 views

Termination criterion for the Phase 1 algorithm in column generation

RobPratt

30.4k

answered Nov 30 at 17:10

2 votes

0 answers

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Finding an interior point in a convex region

Erel Segal-Halevi

911

asked Nov 30 at 11:43

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Single item unconstrained lot-sizing with multiple suppliers and minimum order quantities

Convex approximation of an expression

Optimization problem with the Harmonic number

Solving a max-min convex optimization problem with interior-point methods

Applications of Knapsack and Cutting Stock in Pure Math

Ways to improve lower bounds while solving MIPs

Rearrange 'x' piles of items into eight possible locations/bins based on item colour and length

logic constraints for IP model

Find an algorithm for quickly computing results to a given equation

Control load per trip in multi trip VRP in ORTools

MIP formulation for a lower semi-continuous function

Job Scheduling with Energy Consumption using Linear Programming

Termination criterion for the Phase 1 algorithm in column generation

Finding an interior point in a convex region

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