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In Plonk, we can express simple linear constraints like $y = k x + b$ while the complete form of a Plonk constraint is
$$a x_1 x_2 + b x_1 + c x_2 + d x_3 + e = 0.$$
Note, however, that linear const…
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linear optimization
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The new `newtonpoly` functionality adds a dependency on the optimization toolbox for solving a linear program. Currently the user will simply get an error:
```matlab
Error using optimoptions (line…
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Hello!
I tried to optimize the linear molecule (three atomic molecule). But I found this error message:
ERROR: EXCEPTION RAISED: dsyev/pdsyevd failed in Matrix.
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I tried to use th…
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The generation of a LP program from a PERT chart is a standard excercise in operations research.
It is not so hard to do.
We could expose a function that returns a JuMP model.
We already have a …
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### Is your feature request related to a problem? Please describe.
With the pending closure of https://github.com/scipy/scipy/pull/20964, PRIMA will be integrated with SciPy, and while the primary go…
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[Here](https://github.com/davidwang001/Group-C-Repo/blob/master/Linear%20Programming%20Optimization.md) is a summary of the Linear Programming Optimization that we discussed today with Professor Stark…
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Creating classroom materials for solving linear equations.
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For what Professor Stark talked about today, if it is possible to set up constraints for the objective function (the summation [Here](https://github.com/davidwang001/Group-C-Repo/blob/master/Linear%20…
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Hi! I saw your post at r/haskell and figured I'd share some interesting code I have laying around.
[Diophantine equations](https://en.wikipedia.org/wiki/Diophantine_equation) are actually undecidab…