jump to search box

Representations of linear operators between Banach spaces / David E. Edmunds, W. Desmond Evans.

Availability

Online

At the Library

Other libraries

Author/Creator:
Edmunds, D. E. (David Eric)
Language:
English.
Publication date:
2013
Imprint:
Basel : Birkhäuser : Springer, c2013.
Format:
  • Book
  • x, 152 p. ; 25 cm.
Bibliography:
Includes bibliographical references (p. 141-146) and index.
Contents:
  • Basic notation
  • Preliminaries
  • The geometry of Banach spaces
  • Bases
  • The p-trigonometric functions
  • Entropy numbers and s-numbers
  • Fundamentals
  • Gelfand numbers and widths
  • Notes
  • Representation of compact linear operators
  • Compact operators in Hilbert spaces
  • Compact operators in Banach spaces
  • Preliminaries
  • The linear projections Sk
  • The nonlinear projections Pk : X : Xk
  • The main convergence theorems
  • A basis for X
  • A Schmidt-type expansion for T
  • Applications
  • The p-Laplacian
  • A weighted problem for the p-Laplacian
  • A p-Laplacian problem in Rn
  • The p-biharmonic operator
  • Sturm-Liouville theory for the p-Laplacian
  • Lusternik-Schnirelmann critical levels
  • Comparison of eigenvalues
  • A hardy-type operator
  • Further consequences of the boundedness of (Sn)nEN
  • Notes
  • Representation of bounded linear operators
  • An integral representation of points of X
  • An integral representation for T
  • Compact operators revisited
  • Notes
  • Bibliography
  • Author Index
  • Subject Index
  • Notation Index.
Contributor:
Evans, W. D.
Available in another form:
9783034806428 (online)
(GyWOH)har130440488
Series:
Operator theory, advances and applications, 0255-0156 ; Volume 238
Operator theory, advances and applications ; v. 238.
Subjects:
ISBN:
9783034806411
3034806418

powered by Blacklight
© Stanford University. Stanford, California 94305. (650) 725-1064. Terms of Use | Copyright Complaints | Opt Out of Analytics
jump to top