Package index • mvp

All functions

Ops(<mvp>) mvp_negative() mvp_times_mvp() mvp_times_scalar() mvp_plus_mvp() mvp_plus_numeric() mvp_eq_mvp() mvp_modulo(): Arithmetic Ops Group Methods for mvp objects

all_equal_mvp(): Approximate equality of mvp objects

allvars(): All variables in a multivariate polynomial

as.function(<mvp>): Functional form for multivariate polynomials

coeffs() vars() powers() `coeffs<-`(): Functionality for coeffs objects

constant(<mvp>) `constant<-`(<mvp>) constant(<numeric>) is.constant(): The constant term

deriv(<mvp>) aderiv(<mvp>): Differentiation of mvp objects

drop(<mvp>): Drop empty variables

horner(): Horner's method

invert(): Replace symbols with their reciprocals

kahle(): A sparse multivariate polynomial

knight(): Chess knight

lettersymbols: Single-letter symbols

mvp_substitute() mvp_substitute_mvp() mvp_vectorised_substitute() mvp_prod() mvp_add() simplify() mvp_deriv() mvp_power(): Low level functions

mpoly_to_mvp() as.mpoly(<mvp>): Conversion to and from mpoly form

mvp-package: Fast Symbolic Multivariate Polynomials

mvp() is_ok_mvp() is.mvp() as.mvp(): Multivariate polynomials, mvp objects

ooom(): One over one minus a multivariate polynomial

print(<mvp>): Print methods for mvp objects

rhmvp() rmvp() rmvpp() rmvppp(): Random multivariate polynomials

trunc() truncall() trunc1() series() print(<series>) onevarpow() taylor() mvp_taylor_onevar() mvp_taylor_allvars() mvp_taylor_onepower_onevar() mvp_to_series(): Decomposition of multivariate polynomials by powers

product() homog() linear() xyz() numeric_to_mvp(): Various functions to create simple multivariate polynomials

subs() subsy() subvec() subsmvp() varchange() varchange_formal() namechanger(): Substitution

summary(<mvp>) print(<summary.mvp>) rtypical(): Summary methods for mvp objects

is.zero(): The zero polynomial