SU\G(𝔾)/K·U

Elementary methods in the theory of L-functions, VIII. Real zeros of real L-functions

J. Pintz

Type: Article

Publication Date: 1977-01-01

Citations: 12

DOI: https://doi.org/10.4064/aa-33-1-89-98

Locations

Similar Works

Action Title Year Authors
+ PDF Chat Elementary methods in the theory of L-functions, II. On the greatest real zero of a real L-function 1976 J. Pintz
+ Zeros of L-functions (chapter 9) 1994 Hugh L. Montgomery
+ Real zeros of general $L$-functions 1981 Alberto Perelli
Giuseppe Puglisi
+ Zeros of L-functions 2012 Ze-Li Dou
Qiao Zhang
+ Elementary Theory of L-Functions II 2004 E. Kowalski
+ Some analytical aspects of the zeros of L-functions 2020 Kamel Mazhouda
+ PDF Chat Distinct zeros of L-functions 1998 Enrico Bombieri
Alberto Perelli
+ PDF Chat A Comparison of Zeros of $L$–functions 1999 Ravi Raghunathan
+ PDF Chat On the zeros of L-functions 1965 E. Fogels
+ PDF Chat On the zeros of a class of L-functions 1971 E. Fogels
+ A Principle Related to Zeros of Real Functions 2021 G. Barsegian
+ Small first zeros of $$L$$ L -functions 2014 Damien Bernard
+ Analytic theory of L-functions: explicit formulae, gaps between zeros and generative computational methods 2016 Patrick KĂŒhn
+ Introduction to real functions and orthogonal expansions 1965 Béla SzÔkefalvi-Nagy
+ PDF Chat Elementary methods in the theory of L-functions, IV. The Heilbronn phenomenon 1976 J. Pintz
+ The calculation of zeros of polynomials and analytic functions 1967 J. F. Traub
+ Real and semireal zeros of entire functions in đ¶âż 1977 Pierre Lelong
+ PDF Chat Elementary methods in the theory of L-functions, V. The theorems of Landau and Page 1977 J. Pintz
+ Quadrature Methods for the Determination of Zeros of Transcendental Functions - A Review 1987 N. I. Ioakimidis
+ PDF Chat Elementary methods in the theory of L-functions. IX. Density theorems 1988 J. Pintz

Works That Cite This (12)

Action Title Year Authors
+ Brauer-Siegel like results for relative class numbers of CM-Þelds 2001 StĂ©phane Louboutin
+ PDF Chat Primes in tuples II 2010 D. A. Goldston
J. Pintz
C. Y. Yıldırım
+ The smallest prime that splits completely in an abelian number field 2014 Paul Pollack
+ Condtional Bounds on Siegel Zeros 2020 Gautami Bhowmik
Karin Halupczok
+ PDF Chat An explicit upper bound for $$L(1,\chi )$$ when $$\chi $$ is quadratic 2023 D. R. Johnston
Olivier Ramaré
Timothy S. Trudgian
+ A finiteness theorem for imaginary abelian number fields 1996 Louboutin Stéphane
+ The Last Period 2011 WƂadysƂaw Narkiewicz
+ Conditional Bounds on Siegel Zeros 2021 Gautami Bhowmik
Karin Halupczok
+ Explicit Lower bounds for residues at 𝑠=1 of Dedekind zeta functions and relative class numbers of CM-fields 2003 StĂ©phane Louboutin
+ PDF Chat Simple proofs of the Siegel–Tatuzawa and Brauer–Siegel theorems 2007 StĂ©phane Louboutin

Works Cited by This (0)

Action Title Year Authors