Article ISI SCOPUS
Advances in Difference Equations  (2009)

Maximal Regularity of the Discrete Harmonic Oscillator Equation

Castro A.; Cuevas, C; Lizama C.

Abstract

We give a representation of the solution for the best approximation of the harmonic oscillator equation formulated in a general Banach space setting, and a characterization of lp-maximal regularity - or well posedness - solely in terms of R-boundedness properties of the resolvent operator involved in the equation.

Más información

Título según WOS: Maximal Regularity of the Discrete Harmonic Oscillator Equation
Título según SCOPUS: Maximal regularity of the discrete harmonic oscillator equation
Título de la Revista: Advances in Difference Equations
Volumen: 2009
Editorial: SPRINGER INTERNATIONAL PUBLISHING AG
Fecha de publicación: 2009
Idioma: English
URL: http://www.advancesindifferenceequations.com/content/2009/1/290625
DOI:

10.1155/2009/290625
Notas: ISI, SCOPUS