Description
Evaluates a polynomial.
Keywords
Publisher
Description
Evaluates a rational function.
Keywords
- computation
- compute-io
- compute.io
- compute
- math-io
- math.io
- math
- mathematics
- polynomial
- rational
- ratio
- eval
- evaluate
- evalp
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Publisher
Description
Evaluates a polynomial.
Keywords
- computation
- compute-io
- compute.io
- compute
- math-io
- math.io
- math
- mathematics
- polynomial
- eval
- evaluate
- poly
- polyval
- evalpoly
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Publisher
Description
Find all roots of a polynomial using the Jenkins-Traub method
Keywords
Publisher
Description
A practical, root-focused JavaScript polynomial utility library.
Keywords
Publisher
Description
The polynomial kernel
Keywords
Publisher
Description
Generate orthoganal polynomials of types: Laguerre, Legendre, Chebyshev and Hermite.
Keywords
Publisher
Description
red-agate math library.
Keywords
Publisher
Description
Compute the real roots of a quadratic equation in a numerically stable manner
Keywords
Publisher
Description
A polynomial library
Keywords
Publisher
Description
A class of simple polynomial functionality including root finding
Keywords
Publisher
Description
Sparse and dense polynomials for JavaScript
Keywords
Publisher
Description
JavaScript library for polynomial regression, written in TypeScript.
Keywords
Publisher
Description
Constructs Lagrange polynomials for interpolation
Keywords
Publisher
Description
Numerically stable method for solving quadratic equations
Keywords
Publisher
Description
Library for evaluting piecewise polynomials
Keywords
Publisher
Description
A library to parse expressions, solve and simplify systems of linear equations, find eigenvalues and eigenvectors
Keywords
- math
- algebra
- parser
- expression
- matrix
- polynomial
- symbolic-computation
- cas
- complex
- eigenvectors
- eigenvalues
- equation solver
- linear algebra
- symbolic math
Publisher
Description
A Node Red node to perform least squares regression fitting on a flow.
Keywords
Publisher
Description
Library for symbolically representing and working with polynomials.
