StarMath 2.0.20.204

A small library for performing matrix math, linear algebra - now including sparse matrix solve. Most functions are static and use simple arrays (e.g double[,]) making it easy to use in other projects.

Install-Package StarMath -Version 2.0.20.204
dotnet add package StarMath --version 2.0.20.204
<PackageReference Include="StarMath" Version="2.0.20.204" />
For projects that support PackageReference, copy this XML node into the project file to reference the package.
paket add StarMath --version 2.0.20.204
The NuGet Team does not provide support for this client. Please contact its maintainers for support.
#r "nuget: StarMath, 2.0.20.204"
#r directive can be used in F# Interactive, C# scripting and .NET Interactive. Copy this into the interactive tool or source code of the script to reference the package.
// Install StarMath as a Cake Addin
#addin nuget:?package=StarMath&version=2.0.20.204

// Install StarMath as a Cake Tool
#tool nuget:?package=StarMath&version=2.0.20.204
The NuGet Team does not provide support for this client. Please contact its maintainers for support.

  • .NETStandard 2.1

    • No dependencies.

NuGet packages (2)

Showing the top 2 NuGet packages that depend on StarMath:

Package Downloads
TVGL
This dynamic library is focused on Computational Geometry functions likes the ones you would find in CGAL. As opposed to copying directly others work, we have sought to create functions from scratch that are optimized or straightforward as a C# implementation. As a .NET Standard library (and a legacy portable class library), the functions can be accessed from other managed code.
OOOT
A library (.dll) of various linear, nonlinear, and stochastic numerical optimization techniques. While some of these are older than 40 years, many have yet to take advantage of an object-oriented programming model. This toolbox was originally created to aid in the automated design of various engineering artifacts. The following “class diagram” shows the main optimization methods that have currently been implemented – as well as some insight into organization of classes and objects. The best way to understand how to use OOOT, is through examples. There are two basic types of methods implemented so far: methods for continuous variables and methods for discrete variables. Approaches for mixed methods such as Branch-and-Bound are planned but not currently included. ClassDiagram1Many of the optimization methods for real valued decision variables will require that a line-search method be specified (Arithmetic Mean, Golden Section, DSC-Powell) and a search direction method (Cyclic Coordinate Search, Steepest Descent, Powell’s Method, Fletcher-Reeves, or Broyden-Fletcher-Goldfarb-Shanno). With this modular design it is possible to reconfigure these to create 80 unique algorithms. In addition to these there are also ten different convergence criteria that can be added individually or in any combination to these 80 algorithms. Read more about convergence methods here. But, one of the biggest advantages of the toolbox is the way that objective functions, equalities and inequalities can be easily added to the optimization process. Most (if not all open source approaches) optimization codes requires the problem specific details to be compiled along with the algorithm. Here, the problem formulation can be in another library or exe and can be customized at run-time instead of compile time. It is even possible to have the optimization algorithm change in response to the nature of the design variables and the number of constraints. Read more about problem formulation

GitHub repositories (1)

Showing the top 1 popular GitHub repositories that depend on StarMath:

Repository Stars
DynamoDS/Dynamo
Open Source Graphical Programming for Design

Version History

Version Downloads Last updated
2.0.20.204 1,093 2/4/2020
2.0.17.1019 3,938 10/20/2017
2.0.17.725 1,542 7/25/2017
2.0.17.413 785 4/14/2017
2.0.16.529 914 5/29/2016
2.0.16.423 645 4/24/2016
2.0.16.312 701 3/12/2016
2.0.16.311 644 3/11/2016
2.0.16.229 620 2/29/2016
2.0.16.228 622 2/28/2016
2.0.16.1 610 2/20/2016
2.0.15.9091 779 10/5/2015
2.0.15.9090 640 10/2/2015
2.0.15.9088 729 9/18/2015
2.0.15.9084 625 9/14/2015
2.0.15.9083 626 9/14/2015
2.0.15.9082 650 9/12/2015
2.0.15.9080 629 9/9/2015
2.0.15.9041 630 9/4/2015
2.0.15.905 636 9/6/2015
2.0.15.904 676 9/4/2015
2.0.15.807 648 8/7/2015
2.0.15.806 603 8/7/2015
2.0.15.716 659 7/16/2015
2.0.15.707 691 7/7/2015
2.0.15.630 652 6/30/2015
2.0.15.217 866 2/18/2015
2.0.15.117 727 1/17/2015
2.0.14.1207 708 12/7/2014
2.0.14.1206 662 12/7/2014
2.0.14.1114 14,822 11/14/2014
1.0.20.204 190 2/4/2020
1.0.14.827 1,124 8/26/2014
1.0.14.826 719 8/26/2014
1.0.14.808 704 8/8/2014
1.0.14.531 717 6/4/2014