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Banach Algebras and Their Applications
Edited by: Anthony To-Ming Lau and Volker Runde, University of Alberta, Edmonton, AB, Canada
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Contemporary Mathematics
2004; 343 pp; softcover
Volume: 363
ISBN-10: 0-8218-3471-1
ISBN-13: 978-0-8218-3471-8
List Price: US$98 Member Price: US$78.40
Order Code: CONM/363

This proceedings volume is from the international conference on Banach algebras and their applications held at the University of Alberta (Edmonton). It contains a collection of refereed research papers and high-level expository articles that offer a panorama of Banach algebra theory and its manifold applications.

Topics in the book range from $$K$$-theory to abstract harmonic analysis to operator theory. It is suitable for graduate students and researchers interested in Banach algebras.

Graduate students and research mathematicians interested in Banach algebras.

• M. Amini and A. Medghalchi -- Fourier algebras on tensor hypergroups
• O. Yu. Aristov -- Amenability and compact type for Hopf-von Neumann algebras from the homological point of view
• A. Baklouti, N. B. Salah, and K. Smaoui -- Some uncertainty principles on nilpotent Lie groups
• D. P. Blecher -- Are operator algebras Banach algebras?
• C.-H. Chu -- Jordan Banach algebras in harmonic analysis
• J. Esterle -- Zero-one and zero-two laws for the behavior of semigroups near the origin
• J. F. Feinstein and H. Kamowitz -- Compact homomorphisms between Dales-Davie algebras
• B. Forrest -- Completely bounded multipliers and ideals in $$A(G)$$ vanishing on closed subgroups
• F. Gourdeau, Z. A. Lykova, and M. C. White -- The simplicial cohomology of $$L^1(\mathbf{R}^k_+)$$
• S. A. Grigoryan and T. V. Tonev -- Shift-invariant algebras on groups
• N. Grønbæk -- Self-induced Banach algebras
• A. Ya. Helemskii -- Some aspects of topological homology since 1995: a survey
• E. Kaniuth and A. T.-M. Lau -- Fourier algebras and amenability
• W. C. Lang -- Refinement equations and generalized multiresolution analyses for hypergroups
• R. Lasser -- Almost periodic sequences with respect to orthogonal polynomials
• N. J. Laustsen -- $$K$$-theory for Banach *-algebras
• V. Losert -- Separation property, Mautner phenomenon, and neutral subgroups
• J. Mashreghi and T. Ransford -- Using entire functions to analyse power growth
• M. Mathieu -- Another automatic boundedness technique
• R. Meyer -- Bornological versus topological analysis in metrizable spaces
• T. L. Miller, V. G. Miller, and M. M. Neumann -- Banach algebras, local spectral theory, and extensions of operators
• W. J. Ricker -- Banach algebras of $$p$$-multiplier operators for the circle group
• E. R. Schulz and K. F. Taylor -- Projections in $$L^1$$-algebras and tight frames
• Yu. V. Selivanov -- Classes of Banach algebras of global dimension infinity
• N. Spronk -- Representations of multiplier algebras in spaces of completely bounded maps