Add to ORKGthat every (not identically vanishing) partial differential operator with constant coeffi-cients possesses a fundamental solution in the space of distributions, i.e., ∀P(∂) ∈ C[∂1,..., ∂n] \ {0} : ∃E ∈ D′(Rn) : P(∂)E = δ, see [1, Thm. 6, p. 892], [6, Thm. 1, p. 288]
AbstractWe compute temperate fundamental solutions of homogeneous differential operators with real-p...
AbstractWe characterize the surjectivity of a linear partial differential operator with constant coe...
We prove the existence of two fundamental solutions Φ and Φ ̃ of the PDE F (D2Φ) = 0 in Rn \ {0} fo...
This paper collect of some proofs of the Malgrange-Ehrenpreis Theorem, which asserts the existence o...
This report presents and discusses proofs of the Malgrange-Ehrenpreis theorem, which states that eve...
Í þessari ritgerð fjöllum við um dreififöll, sem eru alhæfingar á heildanlegum föllum á Rn. Vi...
In the first chapter of the dissertation, is a brief introduction. Then in the second chapter, are s...
AbstractWe compute fundamental solutions of homogeneous elliptic differential operators, with consta...
En este artculo se estudia a fondo la demostracion del teo- rema de Malgrange-Ehrenpreis que publico...
This thesis explores the Malgrange-Ehrenpreis Theorem in the theory of distribution via an expositor...
This monograph provides the theoretical foundations needed for the construction of fundamental solut...
AbstractLet P be a polynomial in two variables. We give an algebraic characterization of the existen...
AbstractFor certain partial differential operators with constant coefficients a fundamental solution...
AbstractFor a partial differential operator P=∑|α|⩽mcαDα with constant coefficients cα, a generalize...
The objective of this dissertation is to study the theory of distributions and some of its applicati...
AbstractWe compute temperate fundamental solutions of homogeneous differential operators with real-p...
AbstractWe characterize the surjectivity of a linear partial differential operator with constant coe...
We prove the existence of two fundamental solutions Φ and Φ ̃ of the PDE F (D2Φ) = 0 in Rn \ {0} fo...
This paper collect of some proofs of the Malgrange-Ehrenpreis Theorem, which asserts the existence o...
This report presents and discusses proofs of the Malgrange-Ehrenpreis theorem, which states that eve...
Í þessari ritgerð fjöllum við um dreififöll, sem eru alhæfingar á heildanlegum föllum á Rn. Vi...
In the first chapter of the dissertation, is a brief introduction. Then in the second chapter, are s...
AbstractWe compute fundamental solutions of homogeneous elliptic differential operators, with consta...
En este artculo se estudia a fondo la demostracion del teo- rema de Malgrange-Ehrenpreis que publico...
This thesis explores the Malgrange-Ehrenpreis Theorem in the theory of distribution via an expositor...
This monograph provides the theoretical foundations needed for the construction of fundamental solut...
AbstractLet P be a polynomial in two variables. We give an algebraic characterization of the existen...
AbstractFor certain partial differential operators with constant coefficients a fundamental solution...
AbstractFor a partial differential operator P=∑|α|⩽mcαDα with constant coefficients cα, a generalize...
The objective of this dissertation is to study the theory of distributions and some of its applicati...
AbstractWe compute temperate fundamental solutions of homogeneous differential operators with real-p...
AbstractWe characterize the surjectivity of a linear partial differential operator with constant coe...
We prove the existence of two fundamental solutions Φ and Φ ̃ of the PDE F (D2Φ) = 0 in Rn \ {0} fo...