Types

AbstractBernsteinForm{T}

Abstract supertype for all Bernstein forms types.

Notes

This type is parametric in the numeric type T.

julia> subtypes(AbstractBernsteinForm)

ImplicitBernsteinForm{T, PT<:AbstractPolynomialLike{T},
                      D, N, TC, NC, SC} <: AbstractBernsteinForm{T}

Type defining an implicit Bernstein form of a polynomial over a hyperrectangular domain.

Fields

• pol – polynomial in one or several variables
• dom – hyperrectangular set of type IntervalBox representing the domain of the expansion
• numvars – number of variables in the polynomial
• coeffs – vector of arrays that holds the Bernstein coefficients implicitly
• numcoeffs – integer holding the number of Bernstein coefficients that are implicitly defined
• degs – vector of degrees of the Bernstein polynomial for each variable

Examples