Sequence spaces and applications
著者
書誌事項
Sequence spaces and applications
Narosa, c1999
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内容説明・目次
内容説明
This volume contains referred articles covering areas in classical as well as modern sequence space theory. The major topics covered are Classical Sequence Spaces, Duals and Matrix Transformation, Structure and Topology.
目次
- Part 1 Sequence Spaces: Classical Sequence Spaces - the Orlicz Sequence Space With the B-Property, B.L. Lin and Z. Shi, The Space of Entire Sequences, K. Chandrashekhar Rao
- Universal Murielak-Orlicz Sequence Spaces, M. Moitowicz
- Duals and Matrix Transformation - The Second Dual of Some Sequence Spaces, S.D. Unonigsih and L.P. Lee, On Generalized Matrix Domains, E. Malkowski, Generalized Sets of Difference Sequences, Their Duals and Matrix Transformations, E. Malkowski et al
- Structure and Topology - Multipliers or Sequence Spaces, W.H. Ruckle
- Weakly Sequential Compactness of Banach Valued Sequence Space 1p(X), Q.Y. Bu, Algebraic Properties Implying Weak Sequential Completeness, C. Swartz
- Applications - Sequence Space Representations of D(Mk),Lp) and D(Mk),Lp), R.S. Pathak, Geometry of Star Algebras and Sequence Spaces, A.K. Gaur and N.R. Nandkumar, The Tauberian Gap Theorem for the Abel method, H. Tietz and K. Zeller. Part 2 Functional Analysis: A Class of Nuclear Operators, I.J. Maddox
- Self Jung Constants and Product Spaces, E. Casini and P.L. Papini
- On Implicit Complementarity Problem, K. Ahmad et al
- Strict Convexity and Approximation in Metric Spaces, T.D. Narang.
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