This package is considered a duplicate. The official version of this package is found at:https://stla.r-universe.dev/qspray

Package: qspray 3.1.0

Stéphane Laurent

qspray: Multivariate Polynomials with Rational Coefficients

Symbolic calculation and evaluation of multivariate polynomials with rational coefficients. This package is strongly inspired by the 'spray' package. It provides a function to compute Gröbner bases (reference <doi:10.1007/978-3-319-16721-3>). It also includes some features for symmetric polynomials, such as the Hall inner product. The header file of the C++ code can be used by other packages. It provides the templated class 'Qspray' that can be used to represent and to deal with multivariate polynomials with another type of coefficients.

Authors:Stéphane Laurent [aut, cre], Robin Hankin [ctb, cph]

qspray_3.1.0.tar.gz
qspray_3.1.0.tar.gz(r-4.5-noble)qspray_3.1.0.tar.gz(r-4.4-noble)
qspray_3.1.0.tgz(r-4.4-emscripten)qspray_3.1.0.tgz(r-4.3-emscripten)
qspray.pdf |qspray.html✨
qspray/json (API)
NEWS

# Install 'qspray' in R:

install.packages('qspray', repos = c('https://cran.r-universe.dev', 'https://cloud.r-project.org'))

Bug tracker:https://github.com/stla/qspray/issues

Uses libs:

gmp– Multiprecision arithmetic library
c++– GNU Standard C++ Library v3

gmp cpp

4.36 score 5 packages 152 scripts 347 downloads 54 exports 66 dependencies

Last updated 4 months agofrom:de0d34734a. Checks:OK: 2. Indexed: no.

Target	Result	Date
Doc / Vignettes	OK	Nov 25 2024
R-4.5-linux-x86_64	OK	Nov 25 2024

Exports:as.qspray changeVariables characteristicPolynomial collinearQsprays compactSymmetricQspray composeQspray CSHFpoly derivQspray dQspray ESFpoly evalQspray getCoefficient getConstantTerm groebner HallInnerProduct implicitization integratePolynomialOnSimplex involvedVariables isConstant isHomogeneousQspray isPolynomialOf isQone isQzero isSymmetricQspray isUnivariate leadingCoefficient leadingTerm MSFpoly MSPcombination numberOfTerms numberOfVariables orderedQspray permuteVariables prettyQspray PSFpoly PSPcombination PSPexpression qdivision qlone qone qspray_from_list qsprayDivision qsprayMaker qzero rQspray showMonomialOld showMonomialX1X2X3 showMonomialXYZ showQspray showQsprayOption<-showQsprayX1X2X3 showQsprayXYZ substituteQspray swapVariables

Dependencies:askpass BH bit bit64 boot cellranger class cli clipr cpp11 crayon curl data.table DescTools e1071 Exact expm fansi forcats gld glue gmp haven hms httr jsonlite lattice lifecycle lmom magrittr MASS mathjaxr Matrix mime mvtnorm openssl partitions pillar pkgconfig polynom prettyunits progress proxy purrr R6 RationalMatrix rbibutils Rcpp RcppEigen Rdpack readr readxl rematch rlang rootSolve rstudioapi Ryacas sets sys tibble tidyselect tzdb utf8 vctrs vroom withr

Help page	Topics
Multivariate polynomial as function	as.function.qspray
Coercion to a 'qspray' object	as.qspray as.qspray,bigq-method as.qspray,bigz-method as.qspray,character-method as.qspray,numeric-method as.qspray,qspray-method
Change of variables in a 'qspray' polynomial	changeVariables changeVariables,qspray,list-method
Characteristic polynomial	characteristicPolynomial
Whether two 'qspray' polynomials are collinear	collinearQsprays
Compact symmetric qspray	compactSymmetricQspray compactSymmetricQspray,qspray,ANY-method compactSymmetricQspray,qspray,logical-method compactSymmetricQspray,qspray-method
Compose 'qspray' polynomials	composeQspray
Complete homogeneous symmetric function	CSHFpoly
Partial derivative	derivQspray
Partial differentiation	dQspray
Elementary symmetric polynomial	ESFpoly
Evaluate a 'qspray' object	evalQspray
Get a coefficient in a 'qspray' polynomial	getCoefficient getCoefficient,qspray,numeric-method
Get the constant term of a 'qspray' polynomial	getConstantTerm getConstantTerm,qspray-method
Gröbner basis	groebner
Hall inner product	HallInnerProduct
Implicitization with Gröbner bases	implicitization
Integral of a multivariate polynomial over a simplex	integratePolynomialOnSimplex
Variables involved in a 'qspray' polynomial	involvedVariables involvedVariables,qspray-method
Whether a 'qspray' polynomial is constant	isConstant isConstant,qspray-method
Whether a 'qspray' polynomial is homogeneous	isHomogeneousQspray
Whether a 'qspray' is a polynomial of some given 'qsprays'	isPolynomialOf
Whether a 'qspray' polynomial is the unit polynomial	isQone isQone,qspray-method
Whether a 'qspray' polynomial is null	isQzero isQzero,qspray-method
Check symmetry of a polynomial	isSymmetricQspray
Whether a 'qspray' is univariate	isUnivariate isUnivariate,qspray-method
Leading coefficient of a 'qspray' polynomial	leadingCoefficient
Leading term of a 'qspray' polynomial	leadingTerm
Monomial symmetric function	MSFpoly
Symmetric polynomial in terms of the monomial symmetric polynomials	MSPcombination
Number of terms in a 'qspray' polynomial	numberOfTerms numberOfTerms,qspray-method
Number of variables in a 'qspray' polynomial	numberOfVariables numberOfVariables,qspray-method
Ordered 'qspray'	orderedQspray
Permute variables	permuteVariables permuteVariables,qspray,numeric-method
Pretty polynomial	prettyQspray
Power sum polynomial	PSFpoly
Symmetric polynomial as a linear combination of some power sum polynomials	PSPcombination
Symmetric polynomial in terms of the power sum polynomials	PSPexpression
Division of a qspray polynomial	qdivision
Polynomial variable	qlone
The unit 'qspray' polynomial	qone
(internal) Make a 'qspray' object from a list	qspray_from_list
Unary operators for qspray objects	+,qspray,missing-method -,qspray,missing-method qspray-unary
Division of two polynomials	qsprayDivision
Make a 'qspray' object	qsprayMaker
The null 'qspray' polynomial	qzero
Random 'qspray'	rQspray
Print a monomial	showMonomialOld
Print a monomial	showMonomialX1X2X3
Print a monomial	showMonomialXYZ
Print a 'qspray' object	showQspray
Set a show option to a 'qspray' object	showQsprayOption<-
Print a 'qspray' object	showQsprayX1X2X3
Print a polynomial	showQsprayXYZ
Substitutions in a 'qspray' polynomial	substituteQspray
Swap variables	swapVariables swapVariables,qspray,numeric,numeric-method

Package: qspray 3.1.0

qspray: Multivariate Polynomials with Rational Coefficients

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