Weighted Composition Operators on Some Function Spaces of Entire Functions (Report) Weighted Composition Operators on Some Function Spaces of Entire Functions (Report)

Weighted Composition Operators on Some Function Spaces of Entire Functions (Report‪)‬

Bulletin of the Belgian Mathematical Society - Simon Stevin 2010, May, 17, 2

    • 2,99 €
    • 2,99 €

Beschreibung des Verlags

1 Introduction Throughout this paper, let dm denote the usual Lebesgue measure on C. For each p, 0 p [infinity] and [alpha] 0, the Bargmann-Fock space [F.sup.p.sub.[alpha]] is the space of all entire functions f in C for which

GENRE
Wissenschaft und Natur
ERSCHIENEN
2010
1. Mai
SPRACHE
EN
Englisch
UMFANG
18
Seiten
VERLAG
Belgian Mathematical Society
ANBIETERINFO
The Gale Group, Inc., a Delaware corporation and an affiliate of Cengage Learning, Inc.
GRÖSSE
85,7
 kB
Conditional Multipliers and Essential Norm of U[C.Sub.[Psi]] Between [L.Sup.P] Spaces (Report) Conditional Multipliers and Essential Norm of U[C.Sub.[Psi]] Between [L.Sup.P] Spaces (Report)
2010
Differences of Weighted Composition Operators on the Disk Algebra (Report) Differences of Weighted Composition Operators on the Disk Algebra (Report)
2010
On Boundedness of a Certain Class of Hardy-Steklov Type Operators in Lebesgue Spaces (Report) On Boundedness of a Certain Class of Hardy-Steklov Type Operators in Lebesgue Spaces (Report)
2010
Multiple Solutions for Noncoercive Problems with the P-Laplacian (Report) Multiple Solutions for Noncoercive Problems with the P-Laplacian (Report)
2010
Application of Duality Techniques to Starlikeness of Weighted Integral Transforms (Report) Application of Duality Techniques to Starlikeness of Weighted Integral Transforms (Report)
2010
Function Spaces Function Spaces
2020