Rigidity of lattices : an Introduction

1991, ABEL, AHLFORS, ALEXANDROV, ANDREEV, ARCHIMEDE, BARTOLOMEIS DE, BIANCHI, BOCHNER, BROWER, CALABI, CARATHEODORY, CARLSON, CARNOT, CARTAN, CAUCHY, CAYLEY, CHEEGER, CLIFFORD, CORLETTE, DEHN, DIRAC, EELLS, EFREMOWITZ, EN, EUCLIDE, EULER, FLOYD, FURSTENBERG, GALOIS, GEOMETRIE DISCRETE, GROMOV, GROUPES DE LIE, HAAGERUP, HAAR, HADAMARD, HAUSDORFF, HEISENBERG, HERMITE, HESS, HIGGS, HODGE, HOPF, KAHLER, KODAIRA, LAGRANGE, LAPLACE, LEBESGUE, LEVI CIVITA, LIE, LIPSCHITZ, LUBOTZKI, MALCEV, MARGULIS, MAUTNER, METIVIER, MILNOR, MINKOWSKI, MITCHELL, MORSE, MOSTOW, MUNKHOLM, PALAIS, PANSU, PREPUBLICATION, RICCI, RIEMANN, RIGIDITE, SAMPSON, SELBERG, SIU, SVARC, TEICHMULLER, THEORIE DES TREILLIS, THURSTON, TIHOMIROVA, TOLEDO, TRICERRI, TUKIA, VAISALA, VESENTINI, WANG, WEIL, ZARISKI

GROMOV et PANSU, “Rigidity of lattices : an Introduction,” Archives de l'IHES, consulté le 11 octobre 2024, https://omeka.ihes.fr/document/M_91_24.pdf.

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