# homogeneous polynomial

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 Noun 1 homogeneous polynomial - a polynomial consisting of terms all of the same degreemultinomial, polynomial - a mathematical function that is the sum of a number of termsquantic - a homogeneous polynomial having at least two variables
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where [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] is a homogeneous polynomial and the right-hand side is determined by the action of [A.
lambda],[mu]] is a homogeneous polynomial in [GAMMA].
n] must be a homogeneous polynomial we must have [k.
Moreover, if h denotes the restriction of a harmonic homogeneous polynomial H to [S.
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.
An order bounded map P : A [right arrow] B is called a homogeneous polynomial of degree n (or a n-homogeneous polynomial) if P (x) = [PSI] (x, .
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.
w] is a homogeneous polynomial of degree equal to the length l(w), which is the number of inversions in w.
A stable homogeneous polynomial of degree d is a sequence R = [([R.
Given a homogeneous polynomial F in C [x, y, z], in [4], a quasi-toric decomposition of F is a collection of homogeneous polynomials f, g, h [member of] C[x, y, z] such that [f.

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