Fast Symbolic Multivariate Polynomials
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Documentation for package ‘mvp’ version 1.0-14
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A C D H I K L M N O P R S T V X Z misc
| mvp-package | Fast Symbolic Multivariate Polynomials |
-- A --
| accessors | Functionality for 'coeffs' objects |
| aderiv | Differentiation of 'mvp' objects |
| aderiv.mvp | Differentiation of 'mvp' objects |
| aderiv_mvp | Differentiation of 'mvp' objects |
| allvars | All variables in a multivariate polynomial |
| as.function.mvp | Functional form for multivariate polynomials |
| as.mpoly.mvp | Conversion to and from mpoly form |
| as.mvp | Multivariate polynomials, mvp objects |
| as.mvp.character | Multivariate polynomials, mvp objects |
| as.mvp.list | Multivariate polynomials, mvp objects |
| as.mvp.mpoly | Multivariate polynomials, mvp objects |
| as.mvp.mvp | Multivariate polynomials, mvp objects |
| as.mvp.numeric | Multivariate polynomials, mvp objects |
| as_coeffs | Functionality for 'coeffs' objects |
-- C --
| coefficients | Functionality for 'coeffs' objects |
| coeffs | Functionality for 'coeffs' objects |
| coeffs.mvp | Functionality for 'coeffs' objects |
| coeffs<- | Functionality for 'coeffs' objects |
| coeffs<-.mvp | Functionality for 'coeffs' objects |
| consistent | Functionality for 'coeffs' objects |
| constant | The constant term |
| constant.mvp | The constant term |
| constant.numeric | The constant term |
| constant<- | The constant term |
| constant<-.mvp | The constant term |
-- D --
| deriv | Differentiation of 'mvp' objects |
| deriv.mvp | Differentiation of 'mvp' objects |
| deriv_mvp | Differentiation of 'mvp' objects |
| drop | Drop empty variables |
-- H --
| hash | Functionality for 'coeffs' objects |
| homog | Various functions to create simple multivariate polynomials |
| horner | Horner's method |
-- I --
| invert | Replace symbols with their reciprocals |
| is.coeffs | Functionality for 'coeffs' objects |
| is.constant | The constant term |
| is.mvp | Multivariate polynomials, mvp objects |
| is.zero | The zero polynomial |
| is.zero.mvp | The zero polynomial |
| is_ok_mvp | Multivariate polynomials, mvp objects |
-- K --
| kahle | A sparse multivariate polynomial |
| knight | Chess knight |
| knight_mvp | Chess knight |
-- L --
| linear | Various functions to create simple multivariate polynomials |
| lose | Drop empty variables |
| lose.mvp | Drop empty variables |
| lowlevel | Low level functions |
-- M --
| mpoly | Conversion to and from mpoly form |
| mpoly_to_mvp | Conversion to and from mpoly form |
| mvp | Multivariate polynomials, mvp objects |
| mvp_add | Low level functions |
| mvp_deriv | Low level functions |
| mvp_eq_mvp | Arithmetic Ops Group Methods for 'mvp' objects |
| mvp_modulo | Arithmetic Ops Group Methods for 'mvp' objects |
| mvp_negative | Arithmetic Ops Group Methods for 'mvp' objects |
| mvp_plus_mvp | Arithmetic Ops Group Methods for 'mvp' objects |
| mvp_plus_numeric | Arithmetic Ops Group Methods for 'mvp' objects |
| mvp_plus_scalar | Arithmetic Ops Group Methods for 'mvp' objects |
| mvp_power | Low level functions |
| mvp_power_scalar | Arithmetic Ops Group Methods for 'mvp' objects |
| mvp_prod | Low level functions |
| mvp_substitute | Low level functions |
| mvp_substitute_mvp | Low level functions |
| mvp_subs_mvp | Substitution |
| mvp_taylor_allvars | Decomposition of multivariate polynomials by powers |
| mvp_taylor_onepower_onevar | Decomposition of multivariate polynomials by powers |
| mvp_taylor_onevar | Decomposition of multivariate polynomials by powers |
| mvp_times_mvp | Arithmetic Ops Group Methods for 'mvp' objects |
| mvp_times_scalar | Arithmetic Ops Group Methods for 'mvp' objects |
| mvp_to_mpoly | Conversion to and from mpoly form |
| mvp_to_series | Decomposition of multivariate polynomials by powers |
| mvp_vectorised_substitute | Low level functions |
| mvp_vectorized_substitute | Low level functions |
-- N --
| namechanger | Substitution |
| nterms | Summary methods for mvp objects |
| numeric_to_mvp | Various functions to create simple multivariate polynomials |
-- O --
| onevarpow | Decomposition of multivariate polynomials by powers |
| ooom | One over one minus a multivariate polynomial |
| Ops | Arithmetic Ops Group Methods for 'mvp' objects |
| Ops.coeffs | Functionality for 'coeffs' objects |
| Ops.mvp | Arithmetic Ops Group Methods for 'mvp' objects |
| Ops.mvp_coeffs | Functionality for 'coeffs' objects |
-- P --
| powers | Functionality for 'coeffs' objects |
| print.coeffs | Functionality for 'coeffs' objects |
| print.mvp | Print methods for 'mvp' objects |
| print.mvp_coeffs | Functionality for 'coeffs' objects |
| print.series | Decomposition of multivariate polynomials by powers |
| print.summary.mvp | Summary methods for mvp objects |
| print_mvp | Print methods for 'mvp' objects |
| product | Various functions to create simple multivariate polynomials |
-- R --
| rmvp | Random multivariate polynomials |
| rtypical | Summary methods for mvp objects |
-- S --
| series | Decomposition of multivariate polynomials by powers |
| simplify | Low level functions |
| special | Various functions to create simple multivariate polynomials |
| subs | Substitution |
| subsmvp | Substitution |
| substitute | Substitution |
| subsy | Substitution |
| subs_mvp | Substitution |
| subvec | Substitution |
| summary | Summary methods for mvp objects |
| summary.mvp | Summary methods for mvp objects |
-- T --
| taylor | Decomposition of multivariate polynomials by powers |
| trunc | Decomposition of multivariate polynomials by powers |
| trunc1 | Decomposition of multivariate polynomials by powers |
| truncall | Decomposition of multivariate polynomials by powers |
-- V --
| varchange | Substitution |
| varchange_formal | Substitution |
| vars | Functionality for 'coeffs' objects |
-- X --
| xyz | Various functions to create simple multivariate polynomials |
-- Z --
| zero | The zero polynomial |
| zero.mvp | The zero polynomial |
-- misc --
| %~% | Functionality for 'coeffs' objects |