AngouriMath
Conditioned(AngouriMath.Entity,AngouriMath.Functions.MultivariatePolynomial,AngouriMath.Functions.MultivariatePolynomial,System.Collections.Generic.IReadOnlyList{System.Int32},System.Collections.Generic.IReadOnlyList{AngouriMath.Entity.Variable})
Method (no overloads)
Summary
where
Remarks
The condition is part of the form, so it is canonical too: two expressions with the same
value and the same points where they have none have to meet. So the polynomial written
is the square-free part ofexcluded , which vanishes exactly where it
does --x^2/x^2 and x/x are both 1 provided not x = 0 -- without the
factors it shares with the denominator, and with whole coprime coefficients and a
positive leading one. The square-free part isE / gcd(E, dE/dx_1, …, dE/dx_n) :
over the rationals a factor to the powerk divides each derivative to the power
k - 1 , and one of them no further.
value and the same points where they have none have to meet. So the polynomial written
is the square-free part of
does --
factors it shares with the denominator, and with whole coprime coefficients and a
positive leading one. The square-free part is
over the rationals a factor to the power
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