Download JAR files tagged by inequality with all dependencies
typine_2.12 from group com.github.mvv.typine (version 0.1-M4)
0 downloads
typine_2.13 from group com.github.mvv.typine (version 0.1-M4)
0 downloads
typine_3 from group com.github.mvv.typine (version 0.1-M4)
Type inequality witnesses for Scala
0 downloads
Artifact typine_3
Group com.github.mvv.typine
Version 0.1-M4
Last update 05. March 2022
Organization com.github.mvv.typine
URL https://github.com/mvv/typine
License Apache-2.0
Dependencies amount 1
Dependencies scala3-library_3,
There are maybe transitive dependencies!
Group com.github.mvv.typine
Version 0.1-M4
Last update 05. March 2022
Organization com.github.mvv.typine
URL https://github.com/mvv/typine
License Apache-2.0
Dependencies amount 1
Dependencies scala3-library_3,
There are maybe transitive dependencies!
typine_3.0.0-RC2 from group com.github.mvv.typine (version 0.1-M2)
Type inequality witnesses for Scala
Artifact typine_3.0.0-RC2
Group com.github.mvv.typine
Version 0.1-M2
Last update 05. April 2021
Organization com.github.mvv.typine
URL https://github.com/mvv/typine
License Apache-2.0
Dependencies amount 1
Dependencies scala3-library_3.0.0-RC2,
There are maybe transitive dependencies!
Group com.github.mvv.typine
Version 0.1-M2
Last update 05. April 2021
Organization com.github.mvv.typine
URL https://github.com/mvv/typine
License Apache-2.0
Dependencies amount 1
Dependencies scala3-library_3.0.0-RC2,
There are maybe transitive dependencies!
typine_3.0.0-RC1 from group com.github.mvv.typine (version 0.1-M1)
jcobyla from group de.xypron.jcobyla (version 1.4)
COBYLA2 is an implementation of Powell's nonlinear derivative free
constrained optimization that uses a linear approximation approach.
The algorithm is a sequential trust region algorithm that employs
linear approximations to the objective and constraint functions, where
the approximations are formed by linear interpolation at n + 1 points
in the space of the variables and tries to maintain a regular shaped
simplex over iterations.
It solves nonsmooth NLP with a moderate number of variables (about 100).
Inequality constraints only.
The initial point X is taken as one vertex of the initial simplex with
zero being another, so, X should not be entered as the zero vector.
3 downloads
Artifact jcobyla
Group de.xypron.jcobyla
Version 1.4
Last update 31. May 2022
Organization not specified
URL https://github.com/xypron/jcobyla
License The MIT License
Dependencies amount 0
Dependencies No dependencies
There are maybe transitive dependencies!
Group de.xypron.jcobyla
Version 1.4
Last update 31. May 2022
Organization not specified
URL https://github.com/xypron/jcobyla
License The MIT License
Dependencies amount 0
Dependencies No dependencies
There are maybe transitive dependencies!
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