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On Certain L-Functions

James Arthur, et al, editors
American Mathematical Society/Clay Mathematics Institute
Publication Date: 
Number of Pages: 
Clay Mathematics Proceedings 13
We do not plan to review this book.
  • S. Gelbart -- Shahidi's work "On certain $L$-functions": A short history of Langlands-Shahidi theory
  • J. Arthur -- The embedded eigenvalue problem for classical groups
  • M. Asgari and A. Raghuram -- A cuspidality criterion for the exterior square transfer of cusp forms on GL(4)
  • C. J. Bushnell, G. Henniart, and P. C. Kutzko -- Types and explicit Plancherel formulae for reductive $p$-adic groups
  • B. Casselman -- Jacquet modules and the asymptotic behaviour of matrix coefficients
  • L. Clozel -- The $ABS$ principle: Consequences for $L^2(G/H)$
  • L. Clozel and J.-P. Labesse -- Orbital integrals and distributions
  • J. W. Cogdell, I. I. Piatetski-Shapiro, and F. Shahidi -- Functoriality for the quasisplit classical groups
  • D. Ginzburg, D. Jiang, and D. Soudry -- Poles of $L$-functions and theta liftings for orthogonal groups, II
  • D. Goldberg -- On dual $R$-groups for classical groups
  • H. Hida -- Irreducibility of the Igusa tower over unitary Shimura varieties
  • H. Jacquet and S. Rallis -- On the Gross-Prasad conjecture for unitary groups
  • H. H. Kim and W. Kim -- On local $L$-functions and normalized intertwining operators II; Quasi-split groups
  • R. P. Langlands -- Reflexions on receiving the Shaw Prize
  • E. Lapid -- On Arthur's asymptotic inner product formula of truncated Eisenstein series
  • C. Moeglin -- Multiplicité 1 dans les paquets d'Arthur aux places $p$-adiques
  • G. Muić and M. Tadić -- Unramified unitary duals for split classical $p$-adic groups; The topology and isolated representations
  • F. Murnaghan -- Parametrization of tame supercuspidal representations
  • V. K. Murty -- On the Sato-Tate conjecture, II
  • D. Ramakrishnan -- Icosahedral fibres of the symmetric cube and algebraicity
  • J. Rohlfs and B. Speh -- Pseudo Eisenstein forms and the cohomology of arithmetic groups III: Residual cohomology classes
  • P. Schneider and M.-F. Vigneras -- A functor from smooth $o$-torsion representations to $(\varphi,\Gamma)$-modules
  • H. Yoshida -- Motivic Galois groups and $L$-groups