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Seminar on number theory, Paris, France, 1991-92 (Q1344702)

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scientific article; zbMATH DE number 722606
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Seminar on number theory, Paris, France, 1991-92
scientific article; zbMATH DE number 722606

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    Seminar on number theory, Paris, France, 1991-92 (English)
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    13 February 1995
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    The articles of this volume will be reviewed individually. Indexed articles: \textit{Denis, Laurent}, Transcendence and derivatives of the Carlitz exponential, 1-21 [Zbl 0823.11031] \textit{Flach, Matthias}, On the degree of modular parametrizations, 23-36 [Zbl 0840.14019] \textit{Kolster, Manfred}, Remarks on étale \(K\)-theory and Leopoldt's conjecture, 37-62 [Zbl 1043.19500] \textit{Kunyavskij, Boris È.}, Spherical homogeneous spaces: Weak approximation and Hasse principle, 63-71 [Zbl 0829.11022] \textit{Langevin, Michel}, From Bernstein's theorem to Walsh's theorem, 73-88 [Zbl 0824.30003] \textit{Lecacheux, Odile}, Families of fields of degree 4 and 8 related to the modular curve \(X_ 1(16)\), 89-105 [Zbl 0823.11063] \textit{Leprévost, F.}, A family of hyperelliptic curves of genus \(g\) with a class of rational divisors of order \(2g^ 2+4g+1\), 107-119 [Zbl 0842.14015] \textit{Liu, Ming-Chit; Tsang, Kai-Man}, Recent progress on a problem of A. Baker, 121-133 [Zbl 0826.11045] \textit{Louboutin, Stéphane}, Real zeros of zeta-functions and lower bounds for class numbers. Application to upper bounds for discriminants of certain types of number fields, 135-152 [Zbl 0846.11061] \textit{Masser, D. W.}, Large period matrices and a conjecture of Lang, 153-177 [Zbl 0827.11037] \textit{Matzat, B. H.}, Braids and decomposition groups, 179-189 [Zbl 0833.12003] \textit{Nesterenko, Yu. V.}, Hermite-Padé approximations of the generalized hypergeometric functions, 191-216 [Zbl 0824.41017] \textit{Saias, Eric}, On the usage of Buchstab's identity, 217-245 [Zbl 0822.11064] \textit{Salberger, Per}, Torsion cycles of codimension 2 and \(\ell\)-adic realizations of motivic cohomology, 247-277 [Zbl 0833.14004] \textit{Scholl, A. J.}, Extensions of motives, higher Chow groups and special values of \(L\)- functions, 279-292 [Zbl 0817.14003] \textit{Solomon, David}, Analogues of Gauss sums for real abelian fields, 293-300 [Zbl 0818.11040]
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    Séminaire
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    Théorie des nombres
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    Paris (France)
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