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orthopolynom  

Collection of Functions for Orthogonal and Orthonormal Polynomials
View on CRAN: Click here


Download and install orthopolynom package within the R console
Install from CRAN:
install.packages("orthopolynom")

Install from Github:
library("remotes")
install_github("cran/orthopolynom")

Install by package version:
library("remotes")
install_version("orthopolynom", "1.0-6.1")



Attach the package and use:
library("orthopolynom")
Maintained by
Frederick Novomestky
[Scholar Profile | Author Map]
All associated links for this package
First Published: 2006-06-22
Latest Update: 2022-10-03
Description:
A collection of functions to construct sets of orthogonal polynomials and their recurrence relations. Additional functions are provided to calculate the derivative, integral, value and roots of lists of polynomial objects.
How to cite:
Frederick Novomestky (2006). orthopolynom: Collection of Functions for Orthogonal and Orthonormal Polynomials. R package version 1.0-6.1, https://cran.r-project.org/web/packages/orthopolynom. Accessed 25 Aug. 2026.
Previous versions and publish date:
(2026-07-09 06:38), 1.0-0 (2006-06-22 09:38), 1.0-1 (2007-08-25 18:49), 1.0-2 (2009-10-18 11:20), 1.0-3 (2011-01-31 16:06), 1.0-4 (2013-01-29 21:07), 1.0-5 (2013-02-04 07:42), 1.0-6 (2022-05-09 08:58)
Other packages that cited orthopolynom R package
View orthopolynom citation profile
Other R packages that orthopolynom depends, imports, suggests or enhances
Complete documentation for orthopolynom
Functions, R codes and Examples using the orthopolynom R package
Some associated functions: chebyshev.c.inner.products . chebyshev.c.polynomials . chebyshev.c.recurrences . chebyshev.c.weight . chebyshev.s.inner.products . chebyshev.s.polynomials . chebyshev.s.recurrences . chebyshev.s.weight . chebyshev.t.inner.products . chebyshev.t.polynomials . chebyshev.t.recurrences . chebyshev.t.weight . chebyshev.u.inner.products . chebyshev.u.polynomials . chebyshev.u.recurrences . chebyshev.u.weight . gegenbauer.inner.products . gegenbauer.polynomials . gegenbauer.recurrences . gegenbauer.weight . ghermite.h.inner.products . ghermite.h.polynomials . ghermite.h.recurrences . ghermite.h.weight . glaguerre.inner.products . glaguerre.polynomials . glaguerre.recurrences . glaguerre.weight . hermite.h.inner.products . hermite.h.polynomials . hermite.h.recurrences . hermite.h.weight . hermite.he.inner.products . hermite.he.polynomials . hermite.he.recurrences . hermite.he.weight . jacobi.g.inner.products . jacobi.g.polynomials . jacobi.g.recurrences . jacobi.g.weight . jacobi.matrices . jacobi.p.inner.products . jacobi.p.polynomials . jacobi.p.recurrences . jacobi.p.weight . laguerre.inner.products . laguerre.polynomials . laguerre.recurrences . laguerre.weight . legendre.inner.products . legendre.polynomials . legendre.recurrences . legendre.weight . lpochhammer . monic.polynomial.recurrences . monic.polynomials . orthogonal.polynomials . orthonormal.polynomials . pochhammer . polynomial.coefficients . polynomial.derivatives . polynomial.functions . polynomial.integrals . polynomial.orders . polynomial.powers . polynomial.roots . polynomial.values . scaleX . schebyshev.t.inner.products . schebyshev.t.polynomials . schebyshev.t.recurrences . schebyshev.t.weight . schebyshev.u.inner.products . schebyshev.u.polynomials . schebyshev.u.recurrences . schebyshev.u.weight . slegendre.inner.products . slegendre.polynomials . slegendre.recurrences . slegendre.weight . spherical.inner.products . spherical.polynomials . spherical.recurrences . spherical.weight . ultraspherical.inner.products . ultraspherical.polynomials . ultraspherical.recurrences . ultraspherical.weight . 
Some associated R codes: chebyshev.c.inner.products.R . chebyshev.c.polynomials.R . chebyshev.c.recurrences.R . chebyshev.c.weight.R . chebyshev.s.inner.products.R . chebyshev.s.polynomials.R . chebyshev.s.recurrences.R . chebyshev.s.weight.R . chebyshev.t.inner.products.R . chebyshev.t.polynomials.R . chebyshev.t.recurrences.R . chebyshev.t.weight.R . chebyshev.u.inner.products.R . chebyshev.u.polynomials.R . chebyshev.u.recurrences.R . chebyshev.u.weight.R . gegenbauer.inner.products.R . gegenbauer.polynomials.R . gegenbauer.recurrences.R . gegenbauer.weight.R . ghermite.h.inner.products.R . ghermite.h.polynomials.R . ghermite.h.recurrences.R . ghermite.h.weight.R . glaguerre.inner.products.R . glaguerre.polynomials.R . glaguerre.recurrences.R . glaguerre.weight.R . hermite.h.inner.products.R . hermite.h.polynomials.R . hermite.h.recurrences.R . hermite.h.weight.R . hermite.he.inner.products.R . hermite.he.polynomials.R . hermite.he.recurrences.R . hermite.he.weight.R . jacobi.g.inner.products.R . jacobi.g.polynomials.R . jacobi.g.recurrences.R . jacobi.g.weight.R . jacobi.matrices.R . jacobi.p.inner.products.R . jacobi.p.polynomials.R . jacobi.p.recurrences.R . jacobi.p.weight.R . laguerre.inner.products.R . laguerre.polynomials.R . laguerre.recurrences.R . laguerre.weight.R . legendre.inner.products.R . legendre.polynomials.R . legendre.recurrences.R . legendre.weight.R . lpochhammer.R . monic.polynomial.recurrences.R . monic.polynomials.R . orthogonal.polynomials.R . orthonormal.polynomials.R . pochhammer.R . polynomial.coefficients.R . polynomial.derivatives.R . polynomial.functions.R . polynomial.integrals.R . polynomial.orders.R . polynomial.powers.R . polynomial.roots.R . polynomial.values.R . scaleX.R . schebyshev.t.inner.products.R . schebyshev.t.polynomials.R . schebyshev.t.recurrences.R . schebyshev.t.weight.R . schebyshev.u.inner.products.R . schebyshev.u.polynomials.R . schebyshev.u.recurrences.R . schebyshev.u.weight.R . slegendre.inner.products.R . slegendre.polynomials.R . slegendre.recurrences.R . slegendre.weight.R . spherical.inner.products.R . spherical.polynomials.R . spherical.recurrences.R . spherical.weight.R . ultraspherical.inner.products.R . ultraspherical.polynomials.R . ultraspherical.recurrences.R . ultraspherical.weight.R .  Full orthopolynom package functions and examples
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