Basic functions
Functions for terms
LinearCombinations.deg — Methoddeg(x)Return the degree of x. The default value of deg(x) is 0. (More precisely, it is LinearCombinations.Zero(), which behaves like 0.)
See also deg(::AbstractTensor), LinearCombinations.Zero.
Traits and functions for rings
LinearCombinations.has_char2 — Functionhas_char2(::Type{R}) where R -> BoolReturn true if the ring R is known to have characteristic 2 and false otherwise.
By default, has_char2 returns false for all arguments. Changing it to true for a ring R avoids (possibly expensive) sign computations.
See also is_domain.
LinearCombinations.is_domain — Functionis_domain(::Type{R}) where R -> BoolReturn true if the ring R is known to be integral domain and false otherwise. An integral domain is a commutative ring without zero divisors.
By default, is_domain returns true only for subtypes of Real and Complex. If is_domain(R) == true, then sometimes more efficient algorithms can be chosen.
See also has_char2.
LinearCombinations.signed — FunctionLinearCombinations.signed(k, x)Return a value representing (-1)^k*x. The default definition is
signed(k, x::R) where R = has_char2(R) || iseven(k) ? x : -xAdditional methods may be needed to support more exotic coefficient types.