Analytic and Probabilistic Methods in Number Theory
Proceedings of the International Conference in Honour of J. Kubilius
VSP International Science Publishers
Published on 1. December 1992
Book
Hardback
384 pages
978-90-6764-094-7 (ISBN)
Description
01/07 This title is now available from Walter de Gruyter. Please see www.degruyter.com for more information.
01/07 This title is now available from Walter de Gruyter. Please see www.degruyter.com for more information.
01/07 This title is now available from Walter de Gruyter. Please see www.degruyter.com for more information.
More details
Series
Language
English
Place of publication
Zeist
Netherlands
Publishing group
Brill
Target group
College/higher education
Professional and scholarly
Product notice
Laminated cover
Weight
730 gr
ISBN-13
978-90-6764-094-7 (9789067640947)
Copyright in bibliographic data is held by Nielsen Book Services Limited or its licensors: all rights reserved.
Schweitzer Classification
Content
Part 1 Diophantine approximations and transcendental number theory: polynomials of minimal Diophantic relative deviations from zero on the interval, E. Aparicio Bernardo; a theorem of Gelfond via Schneider's method, P. Bundschuh; an estimation of the difference between two zeros of a polynomial, A. Dubickas; on the arithmetic properties of the values of E-functions, A.B. Shidlovskii; approximation of irrationals by m/n, satisfying f(m/n)=a, V. Stakenas. Part 2 Forms and congruences: discriminants of decomposable forms, J.H. Evertse and K. Gyory; on some entire modular forms of half integral weight on the group Gamma0(4N), G. Lomadze; on solutions of linear congruences, V.I. Nechaev. Part 3 Metric number theory: the method of trigonometric sums and lower estimates of Hausdorff dimension, V.I. Bernki and N.A. Pereverseva; the optimal zone for large-deviations of the denominators of continued fractions, G. Misevicius; ergodic properties of multi-dimensional subtractive algorithms, F. Schweiger. Part 3 Multiplicative number theory: Selberg's inequality in arithmetic progressions, C. Calderon; smoothing and inversion inequalities, A.S. Fainleib; the mean values of multiplicative functions defined on a semigroup, A. Maciulis; semigroup elements free of large prime factors, E. Manstavicius; on multiplicative functions with regularity properties, K. Nagasaka et al; on an analytic problem considered by Sierpinski and Ramanujan, A. Schinzel; distribution of prime vectors in integral lattices, M.I. Tulyaganova; multiplicative functions of special type in short intervals, P. Varbanec. Part 5 Distribution of additive functions: smoothness of the distributions of arithmetic functions, G.J. Babu; on the Erdos-Wintner theorem in Banach spaces, J. de la Cal; additive arithmetic functions and processes with independent increments, B. Grigelionis; on the modulus of continuity of the distribution of some arithmetical functions, K.H. Indlekofer and I. Katai; topics on arithmetic functions with rational arguments, Z. Kryzius; measure theory and arithmetical functions, J.L. Mauclaire; generalizations of Kubilius' class of additive functions, I.Z. Ruzsa; the multi-dimensional local theorem for additive arithmetic functions, G. Stepanauskas; the von Mises theorem in number theory, J. Siaulys; the law of large numbers in the case of shifted primes, N.M. Timofeev. Part 6 Zeta-functions and algebraic number theory: on some formulae in analytic number theory, T. Fryska; the Atkinson formula near the critical line, A. Laurincikas; large value estimates for Hecke polynomials, M. Maknys. Part 7 Computational number theory and applications: on normal bases of algebraic number fields, S.A. Stepanov and I.E. Shparlinski; number theory and number crunching, P. Zinterhof.