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Mots-clés: ZERO

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Sur les Zéros de la fonction zéta de Selberg

https://repo-archives.ihes.fr/FONDS_IHES/I_Prepublications/CARTIER/1973-2002/M_79_305/M_79_305.pdf

Mots-clés: 1979, ANALYSE NUMERIQUE, BELTRAMI, BESSEL, BOURBAKI, CARTIER, CORRESPONDANCE, COURANT, COUTURE, DELIGNE, DIRICHLET, EISENSTEIN, EN, EPSTEIN, FADDEEV, FERMAT, FONCTIONS AUTOMORPHES, FONCTIONS ZETA, FORTRAN, FOURIER, FR, FRIEDRICH, FUSCHIAN, GAUSS, GELFAND, GODEMONT, HAAS, HADAMARD, HANKEL, HEJHAL, HEJLHAL, HENRICI, HILBERT, HYPOTHESE DE RIEMANN, KRYLOV, KUTTA, LAPLACE, LIE, LOBATCHEVSKI, LUKE, MAASS, MELLIN, MIGNOT, NEUMANN, NEUNHOFFER, PASCAL, PETERSSON, POINCARE, POLYA, PREPUBLICATION, RAMANUJAN, RAYLEIGH, RIEMANN, RITZ, ROECKLE, RUNGE, RUTTISHAUSER, SCHWARTZ, SCHWARZ, SELBERG, SERIES DE DIRICHLET, SIEGEL, STARK, TERRAS, VALEURS PROPRES, VENKOV, VIGNERAS, WEIL, WEYL, WHITTAKER, ZAGIER, ZALCMAN, ZERO

Zeros of covariant vector fields for the point groups : Invariant formulation

https://repo-archives.ihes.fr/FONDS_IHES/I_Prepublications/MICHEL/1964-1989/P_83_23/P_83_23.pdf

Abstract. 2014 All finite as well as infinite (matrix) point subgroups of full orthogonal groups in two and three dimensions
are considered. For each point group a polynomial integrity basis for invariants and the basic polynomial vector fields are…

Mots-clés: 1983, ABEL, ANALYSE VECTORIELLE, BETHE, CHEVALLEY, COXETER, EN, ENSEMBLE DE POINTS, FR, GRAMM, HOPFIELD, INVARIANTS, JARIC, KILLINGBECK, KOPSKY, LANDAU, LIE, MATHEMATIQUES, MEYER, MICHEL, MOLIEN, POINCARE, PREPUBLICATION, SCHWARZ, SHARP, SHEPARD, STANLEY, THEORIE DES CHAMPS, THEORIE DES GROUPES, TODD, ZERO

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