Although it was in print for a short time only, the original edition of Multiplicative Number Theory had a major impact on research and on young mathematicians.
Beyer , W. A. & Waterman , M. S. ( 1974 ) . Error analysis of a computation of Euler's constant and In 2 , Math . Comp . 28 , 599–604 . Bohr , H. ( 1910 ) . Bidrag til de Dirichlet'ske Rækkers theori , København : G. E. C. Gad ...
Number theory was once famously labeled the queen of mathematics by Gauss.
Freud and Gyarmati are well-known mathematicians and mathematical educators in Hungary, and the Hungarian version of this book is legendary there.
While Siegel gave many algebraic variants of his basic result, Roth presented a detailed proof only in the rational case. ... so that P is irreducible and has relatively prime coefficients in Z, we define the height H (c.) ...
This new edition of Analytic Number Theory for Beginners presents a friendly introduction to analytic number theory for both advanced undergraduate and beginning graduate students, and offers a comfortable transition between the two levels.
Selected Topics in Elementary Number Theory
Séminaire de Théorie des Nombres , Paris 1984-85 64 MYUNG . Malcev - Admissible Algebras 65 GRUBB . Functional Calculus of Pseudo - Differential Boundary Problems ; 2nd ed . 66 CASSOU - NOGUES / TAYLOR . Elliptic Functions and Rings and ...
This book provides an introduction and overview of number theory based on the distribution and properties of primes.
Recently, some generalizations of the Titchmarsh divisor problem have been investigated. For instance, Felix [28] proved that, for any integers a = 0 and k ⩾ 1, we have ∑p妻x τ( p−a k ) = C 1 xk ∏p|k ( 1+ p(p − 1) +1 p − 1 ) +O ...