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- PENNON/PENLAB
- http://insidehpc.com/2016/10/latest-nag-numerical-library-brings-new-optimization-modelling-suite-for-application-developers/
@gpipelee useful in the long-term?
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I think we can add tutorials for the following type of optimization programs (one tutorial for each)
- [x] Linear Programming
- [x] Quadratic Programming
- [ ] Second-order cone Programming
- […
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See [here](https://systemanalysisdpt-cmc-msu.github.io/ellipsoids/doc/chap_ellcalc.html#minimum-volume-ellipsoids) for algorithms based on semidefinite programming for overapproximating
* a polytope …
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**Is your feature request related to a problem? Please describe.**
I am trying to use CVXPY to solve two semidefinite programming problems. The first one contains a constraint that a Toeplitz is SPD.…
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[Mosek](https://mosek.com) makes fast (MI)LP, quadratic and semidefinite programming (SDP) solvers; they come with a free academic license.
A Python interface is provided.
CC: @nathanncohen @mko…
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- https://dl.acm.org/citation.cfm?id=3178133
- http://lcs.ios.ac.cn/~znj/papers/HSCC2018b.pdf
This is one of the methods proposed in the meta-issue https://github.com/JuliaReach/Reachability.jl/is…
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Here we're trying to minimize Motzkin's polynomial, unconstrained:
``` julia
prog = Program(minimize=true)
@objective(prog, "x^2 * y^4 + y^2 * x^4 - 3 * x^2 * y^2 + 1")
sol = sossolve(prog, deg)
```
…
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## Summary
I would like to make a request for Pyomo team to consider integrating the Mindopt solver into the Pyomo library.
### Description
The Mindopt solver has the following capabilit…
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I have some SDP problems to solve and I have implemented them in MATLAB using CVX. But the sedumi solver is not good enough, I want to try it with your solver, but I don't know how to start. Do you ha…
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I would like to be able to invoke Coq's arithmetic hammers from reflective automation. To do this, the certificate generators need to be written in Gallina. Is there any chance that the implementati…