1980 Seminar on Harmonic Analysis /

Guardado en:
Autores Corporativos: Canadian Mathematical Society Seminar on Harmonic Analysis McGill University), Canadian Mathematical Society.
Otros Autores: Herz, C. 1930-, Rigelhof, R. 1940-
Formato: Libro
Idioma:English
Publicado: Providence, R.I. : Published by the American Mathematical Society for the Canadian Mathematical Society, c1981.
Series:Conference proceedings (Canadian Mathematical Society) ; v. 1.
Materias:
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Tabla de Contenidos:
  • James Arthur, Automorphic representations and number theory
  • Brian E. Blank, Embedding limits of discrete series of semisimple Lie groups
  • Jiri Dadok, The $C infty$ Chevalley's theorem
  • S. S. Gelbart, $L$-packets for $ text{SL}_n$
  • Paul Gérardin, On harmonic functions on symmetric spaces and buildings
  • Rebecca A. Herb, Discrete series character identities and Fourier inversion
  • Jonathan Rosenberg, $L2$-cohomology and Lie algebra cohomology
  • W. Rossmann, $R$-group and orbits
  • F. Shahidi, On nonvanishing of $L$-functions for $ text{GL}(n)$
  • Roe Goodman, Horospherical functions on symmetric spaces
  • Tosinobu Muramatu and Michihiro Nagase, $L2$-boundedness of pseudodifferential operators with nonregular symbols
  • P. G. Rooney, Conjugates connected with the generalized axially symmetric potential equation
  • J. C. Taylor, An elementary proof of the theorem of Fatou-Naïm-Doob
  • Harold Widom, Szego's theorem and pseudodifferential operators
  • J. Aczél, Some good and bad characters I have known and where they led (harmonic analysis and functional equations)
  • John J. F. Fournier, Multilinear Grothendieck inequalities via the Schur algorithm
  • David Gurarie, Burnside type theorems for Banach representations of motion groups and algebras
  • Hans P. Heinig, Interpolation of quasinormed spaces involving weights
  • Paul Koosis, Entire functions of exponential type as multipliers for weight functions
  • Michael A. Rains, A function that does not operate
  • Eric T. Sawyer, Weighted norm inequalities for fractional maximal operators.