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Functions for working with arrays and matrices, linear algebra, data analysis, and other areas of mathematics.
Arrays and Matrices
Basic array operators and operations, creation of elementary and specialized arrays and matrices
Linear Algebra
Matrix analysis, linear equations, eigenvalues, singular values, logarithms, exponentials, factorization
Elementary Math
Trigonometry, exponentials and logarithms, complex values, rounding, remainders, discrete math
Data Analysis and Fourier Transforms
Descriptive statistics, finite differences, correlation, filtering and convolution, fourier transforms
Multiplication, division, evaluation, roots, derivatives, integration, eigenvalue problem, curve fitting, partial fraction expansion
Interpolation and Computational Geometry
Interpolation, Delaunay triangulation and tessellation, convex hulls, Voronoi diagrams, domain generation
Coordinate System Conversion
Conversions between Cartesian and polar or spherical coordinates
Nonlinear Numerical Methods
Differential equations, optimization, integration
Specialized Math
Airy, Bessel, Jacobi, Legendre, beta, elliptic, error, exponential integral, gamma functions
Sparse Matrices
Elementary sparse matrices, operations, reordering algorithms, linear algebra, iterative methods, tree operations
Math Constants
Pi, imaginary unit, infinity, Not-a-Number, largest and smallest positive floating point numbers, floating point relative accuracy

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