homogeneous polynomial


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Noun1.homogeneous polynomial - a polynomial consisting of terms all of the same degree
multinomial, polynomial - a mathematical function that is the sum of a number of terms
quantic - a homogeneous polynomial having at least two variables
References in periodicals archive ?
lambda],[mu]] is a homogeneous polynomial in [GAMMA].
TISSEUR, Perturbation theory for homogeneous polynomial eigenvalue problems, Linear Algebra Appl.
X] maps to zero any homogeneous polynomial whose degree is at least N - d + 1.
Let us now consider a generalization of the RQI method for homogeneous polynomial eigenvalue problem, where again we will use the quadratic eigenproblem as a role model.
A stable homogeneous polynomial of degree d is a sequence R = [([R.
It was shown by Kellogg [2] (see also [4]) that for every homogeneous polynomial of degree m given by [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII]
alpha]](x) is a homogeneous polynomial of degree [absolute value of [alpha]].
1] is a homogeneous polynomial of two variables, problem can be reduced to the two-dimensional case.
An homogeneous polynomial f(X) is said to be diagonally W, q-harmonic (or q-harmonic for short) if