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Index « Titre (en) » - entrée « coefficients »
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List of bibliographic references

Number of relevant bibliographic references: 15.
Ident.Authors (with country if any)Title
000087 (2012) Filippo Callegaro ; Frederick R. Cohen ; Mario SalvettiThe cohomology of the braid group B 3 and of SL 2(ℤ) with coefficients in a geometric representation
000163 (2012) Henri Bourlès [France] ; Ulrich Oberst [Autriche]Elimination, fundamental principle and duality for analytic linear systems of partial differential-difference equations with constant coefficients
000170 (2012) Benjamin Brubaker [États-Unis] ; Daniel Bump [États-Unis] ; Solomon Friedberg [États-Unis] ; Jeffrey Hoffstein [États-Unis]Coefficients of the n-Fold Theta Function and Weyl Group Multiple Dirichlet Series
000833 (2008) Hyunsuk Moon [Corée du Sud]A congruence for the Fourier coefficients of a modular form and its application to quadratic forms
000A64 (2006) Hung Yean Loke [Singapour] ; Gordan Savin [États-Unis]Rank and matrix coefficients for simply laced groups
000A80 (2006) A. Sankaranarayanan [Inde]On a sum involving Fourier coefficients of cusp forms
000F24 (2003) Joris Van Der Jeugt [Belgique]3 nj -Coefficients and Orthogonal Polynomials of Hypergeometric Type
001104 (2001) Nigel J. E. Pitt [Brésil]On Cusp form Coefficients in Exponential Sums
001913 (1996) Antal Balog [Hongrie] ; Henri Darmon [Canada, États-Unis] ; Ken Ono [États-Unis]Congruences for Fourier coefficients of half-integral weight modular forms and special values of L-functions
001A83 (1995) Tze-Ming To [République populaire de Chine, Taïwan]Asymptotic expansions of matrix coefficients of Whittaker vectors at irregular singularities
001C77 (1993) SPECTRAL SYNTHESIS IN A COMPLEX DOMAIN FOR A DIFFERENTIAL OPERATOR WITH CONSTANT COEFFICIENTS. IV: SYNTHESIS
001C89 (1993) ON THE DETERMINATION OF THE RADIUS OF UNIVALENCE OF A REGULAR FUNCTION FROM ITS TAYLOR COEFFICIENTS
002404 (1986) Luis G. Casian [États-Unis]Asymptotics of matrix coefficients, perverse sheaves and Jacquet modules
002476 (1985) M. V. Savel'EvClassification of exactly integrable embeddings of two-dimensional manifolds. The coefficients of the third fundamental forms
002E02 (1973) H. P. F. Swinnerton-Dyer [Royaume-Uni]On ℓ-ADIC Representations and Congruences for Coefficients of Modular Forms

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