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Discrete Poisson equation

Known as: Discrete Poisson's equation, Poisson equation discretized into block tridiagonal 
In mathematics, the discrete Poisson equation is the finite difference analog of the Poisson equation. In it, the discrete Laplace operator takes the… 
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Papers overview

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2019
2019
We present an algebraic framework for the computation of low-degree cohomology of a class of bigraded complexes which arise in… 
2017
2017
We study a discrete dynamic on weighted bipartite graphs on a torus, analogous to dimer integrable systems in Goncharov-Kenyon… 
2015
2015
We construct bases for free unital generalized Poisson superalgebras and for free unital superalgebras of Jordan brackets. Also… 
2015
2015
Hom-Poisson superalgebras can be considered as a deformation of Poisson superalgebras. We prove that Hom-Poisson superalgebras… 
2011
2011
. In this note the Poisson structures on Banach manifolds are con-sidered. Then a Lichnerowicz–Poisson cohomology is reformulated… 
2008
2008
0 Introduction. A Cmanifold M is endowed by a Poisson pair if two linearly independent smooth bivectors c1, c2 are defined on M… 
2008
2008
In the remainder, we call such a variety a convex symplectic variety. A convex symplectic variety has been studied in [K-V], [Ka… 
2005
2005
We derive formulas for the matrix elements of the lattice Green function for the discrete Poisson equation on an infinite square… 
2004
2004
4 new segmentation algorithm is derived, based on an object-background probability estimate exploiting the experimental fact that… 
1997
1997
This poster shows how HPCN can be used as a path-finding tool for turbulence research. The parallelization of direct numerical…