Herman et al. Equations canoniques et variation des constantes. Centre de Doc. Manchester Univ. The Univ. Louvain, CBRM, Libr. Paris, Marseille, Advances and trends. Edited by A. Noor and D.
Chicago, Richard D. Michel Demazure en IV Ed. Georgenthal, GDR, Edited by Horst Michel. Bertrandias et al. Livre du maitre. Eden et al. Tome 2.
Théorie des nombres
Geometric and stochastic methods. Wesleyan Univ. Cambridge At the Univ. Barreau et al. I: from Thales to Euclid. II: from Aristarchus to Diophantus.
I: power series, integration, conformal mapping, location of zeros. Constantin et al. Selected proceedings.
MIR, Augustus M. Revised edition.
Unpredictable order in dynamical systems. English Univ. Philosophique J. Lifchitz et L. I -III em 1 vol. Kahane et al.
Number Theory - Seminaire De Theorie Des Nombres De Paris () - Google книги
Centre de Documentation Univ. Espaces vectoriels topologiques. Pontryagin et al. VON — Probability, statistics and truth. American Ins. SIAM, The Math. A book of paradoxes. Dunod, OKA, K. Yale Univ. An integration of monetary and value theory. Duke University, Math. Octave Doin. Edited by T. Lower bounds for relative class numbers of imaginary abelian number fields and CM-fields. On the use of explicit bounds on residues of Dedekind zeta functions taking into account the behavior of small primes. Nombres de Bordeaux 17, , France, Paris , The Brauer-Siegel theorem.
Class numbers of real cyclotomic fields. Debrecen, 64, , Japan, 56, , Numerical evaluation at negative integers of the Dedekind zeta functions of totally real cubic number fields.
Online number theory lecture notes and teaching materials
Remarks on S. Exponents of the ideal class groups of CM number fields. The class number one problem for some non-normal sextic CM-fields. Part 2. Acta Math. Ostraviensis 10, , Newblock Computation of class numbers of quadratic number fields. Efficient computation of class numbers of real abelian number fields. Lectures Notes in Computer Science , , IV] C. The exponent three class group problem for some real cyclic cubic number fields. Explicit upper bounds for L 1, for primitive even Dirichlet characters.
Acta Arithmetica , , Part 1. Computation of class numbers of quadratic number fields. Colloquium math. Canadian J. Class number and class group problems for some non-normal totally real cubic number fields. Computation of L 0, and of relative class numbers of CM-fields. Nagoya Math. Formulae for some Artin root numbers. Tatra Mountains Mathematical Publications 20, , Fast computation of relative class numbers of CM-fields.
The class number one problem for the dihedral CM-fields. Algebraic number theory and Diophantine analysis Graz, , , de Gruyter, Berlin , Computation of relative class numbers of CM-fields by using Hecke L-functions. Class number problems for dicyclic CM-fields.
Debrecen 57, no. Hasse unit indices of dihedral octic CM-fields. The nonquadratic imaginary cyclic fields of 2-power degrees with class numbers equal to their genus class numbers. Determination of all quaternion CM-fields with ideal class groups of exponent 2. Osaka J. On the mean value of L 1, 2 for odd primitive Dirichlet characters. Japan Acad. A Math. The class number one problem for the dihedral and dicyclic CM-fields.