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Mostrando ítems 1-10 de 26

A collocation method for solving singular integro-differential equations

NAGAMINE, Andre; CUMINATO, Jose Alberto (SPRINGER, 2010)

This paper describes a collocation method for numerically solving Cauchy-type linear singular integro-differential equations. The numerical method is based on the transformation of the integro-differential equation into ...

On The Cauchy Problem For A Coupled System Of Kdv Equations: Critical Case

Panthee M.; Scialom M. (, 2008)

On The Cauchy Problem For A Boussinesq-type System

Pava J.A. (, 1999)

Infinite-energy Solutions For Schrödinger-type Equations With A Nonlocal Term

Barros V.; Pastor A. (, 2013)

Global Existence For Schrödinger-debye System For Initial Data With Infinite L2-norm

Autor desconocido (American Mathematical Society, 2015)

On Riesz transforms and maximal functions in the context of Gaussian harmonic analysis

Aimar, Hugo Alejandro; Forzani, Liliana Maria; Scotto, Roberto Aníbal (American Mathematical Society, 2007-12)

The purpose of this paper is twofold. We introduce a general maximal function on the Gaussian setting which dominates the Ornstein-Uhlenbeck maximal operator and prove its weak type by using a covering lemma which is ...

On The Schrödinger-boussinesq System With Singular Initial Data

Banquet C.; Ferreira L.C.F.; Villamizar-Roa E.J. (, 2013)

Local Well-posedness For A Higher Order Nonlinear Schrödinger Equation In Sobolev Spaces Of Negative Indices

Carvajal X. (, 2004)

On The Schrödinger Equation With Singular Potentials

Pava J.A.; Ferreira L.C.F. (Khayyam Publishing, 2014)

Analyticity And Smoothing Effect For The Coupled System Of Equations Of Korteweg-de Vries Type With A Single Point Singularity

Alves M.S.; Calsavara B.M.R.; Munoz Rivera J.E.; Sepulveda M.; Villagran O.V. (, 2011)