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Harmonic polynomial

In mathematics, in abstract algebra, a multivariate polynomial over a field whose Laplacian is zero is termed a harmonic polynomial. The harmonic… 
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Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
We describe a skeletonization of the spherical harmonic connection problem that reduces the storage and pre-computation to… 
2013
2013
By means of a symbolic method, in this paper we introduce a new family of multivariate polynomials such that multivariate L\'evy… 
2013
2013
In this article, we prove that a complex cone is a set of injectivity for the twisted spherical means for the class of all… 
Review
2013
Review
2013
In this paper, we review the theory of time space-harmonic polynomials developed by using a symbolic device known in the… 
2009
2009
The research aims at an investigation of the optimal choice of local base functions, to derive a regional solution of the gravity… 
2008
2008
Abstract.This work concerns superharmonic perturbations of a Gaussian measure given by a special class of positive weights in the… 
2006
2006
We show here that the methods of Lh-potential theory, developed in [Z1, Z5, Z6], are applicable to the problem of interpolation… 
1997
1997
An easy way to construct a fist harmonic polynomial component of any polynomial is given. If we tried to divide any polynomial P… 
1988
1988
By the generalized Do Carmo-Wallach classification theorem polynomial harmonic maps between spheres can be parametrized by a… 
1971
1971
. Using Bergman's integral operator method, the author studies an arbitrary axisymmetric harmonic polynomial H(x, p) in R3 and R…