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Albert Schrotenboer

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9 Questions

Votes Activity Newest Views

2

13

votes

1

answer

87

views

Benders subproblem feasible region dependent upon solution master problem

mixed-integer-programming nonlinear-programming benders-decomposition

Mar 28 at 19:01 Kevin Dalmeijer 5,730

21

votes

4

answers

2k

views

Linearize or approximate a square root constraint

linear-programming nonlinear-programming constraint linearization

Sep 30 '19 at 6:40 TheSimpliFire♦ 4,363

1

10

votes

2

answers

209

views

Parallelization of an existing Adaptive Large Neighbourhood Search Heuristic

metaheuristics c++ parallel-computing

Jun 21 '19 at 13:29 EhsanK♦ 5,083

1

14

votes

2

answers

208

views

Subtour elimination constraints - enumeration vs dynamically adding

traveling-salesman subtour-elimination

Jun 3 '19 at 15:15 Marcus Ritt 2,575

1

13

votes

4

answers

219

views

The effect of choosing big M properly

mixed-integer-programming linearization big-m

Jun 3 '19 at 14:51 LarrySnyder610♦ 11.5k

16

votes

2

answers

305

views

Branching rules in commercial MIP solvers

mixed-integer-programming branch-and-cut

Jun 3 '19 at 7:27 Philipp Christophel 1,421

3

17

votes

1

answer

817

views

The difference between max-min and min-max

mixed-integer-programming optimization error-bounds minimax

Apr 25 at 6:25 Paul Bouman 1,921

4

25

votes

4

answers

629

views

Stochastic programming MIP solvers

mixed-integer-programming solver stochastic-programming benders-decomposition

May 21 at 12:05 Glorfindel 135

2

12

votes

1

answer

208

views

2 stage stochastic programming to approximate many stage problems

constraint stochastic-programming

Jun 14 '19 at 19:57 Ehsan 2,362

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