Math.NET Iridium - Numeric Foundation
Iridium is the numerical foundation of Math.NET, aiming to provide commonly used
mathematical elements for scientific numerical computations. It offers the infrastructure
for basic numerics, linear algebra, random generators and distributions, integral
transformations, etc. Iridium is self-contained, it does not depend on external
libraries like Intel MKL, BLAS or LAPACK.
Iridium is covered under the terms of the
GNU Lesser General Public License (LGPL), hence you may link to it and use
it in both opensource and proprietary software projects.
Iridium Features
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mathematical and scientific constants & some special functions
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complex and associated trigonometric and hyperpolic
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real linear algebra (with eigenvalues, QR, LU, ... decompositions)
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:. sparse linear algebra (linear, eigenvalue
and mixed solvers) [temp. deactivated]
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non-uniform random generators (normal, poisson, binomial, ...)
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common distributions (normal, poisson, binomial, ...) and their inverse
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fourier transform (FFT) for up to three dimensions.
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various interpolation methods, including various splines.
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combinatorics, polynomials, quaternions, sets and other.
A complete feature list is available in the documentation wiki.
Here you can suggest and vote for new features we should consider to implement.
Current Development
Documentation & Support
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Discussion Board
Iridium Documentation Wiki
Team & Developers
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Contributions
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Other opensource .Net numeric math libraries