Treffer 1 - 20 von 941

1

On a common refinement of Stark units and Gross–Stark units: On a common refinement of Stark units and Gross-Stark units
Kashio, Tomokazu
Journal of the London Mathematical Society. 111

Mathematics - Number The... Analytic theory of abeli... abelian integrals and di... Zeta functions and \(L\)... 11G15, 11R27, 11R37, 11R... Complex multiplication a...
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2

Geometric main conjectures in function fields
Bley, Werner ; Popescu, Cristian D.
Journal für die reine und angewandte Mathematik (Crelles Journal).

Arithmetic theory of alg... Mathematics - Number The... Cyclotomic function fiel... FOS: Mathematics Integral representations... Galois module structure...
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3

Average values of L-functions in even characteristic: Average values of \(L\)-functions in even characteristic
Hwanyup Jung ; Sunghan Bae
Journal of Number Theory. 186:269-303

Arithmetic theory of alg... Mathematics - Number The... 11R11, 11R29, 11R42, 11R... \(L\)-functions FOS: Mathematics Class numbers, class gro...
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4

AVERAGE OF CLASS NUMBERS OF SOME FAMILY OF ARTIN-SCHREIER EXTENSIONS OF RATIONAL FUNCTION FIELDS: Average of class numbers of some family of Artin-Schreier extensions of rational function fields
Hwanyup Jung
Korean Journal of Mathematics. 24:601-612

Arithmetic theory of alg... Artin-Schreier extension... \(L\)-functions Class numbers, class gro... Zeta functions and \(L\)... 0102 computer and inform...
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5

Explicit versions of the prime ideal theorem for Dedekind zeta functions under GRH
Grenie', L. ; Molteni, G.
Funct. Approx. Comment. Math. 57, no. 1 (2017), 21-38

11R42: Zeta functions an... 11Y40: Algebraic number... Mathematics - Number The... explicit bounds 16. Peace & justice 01 natural sciences
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6

Explicit smoothed prime ideals theorems under GRH
GRENIE, Loic Andre Henri ; Molteni, Giuseppe
Mathematics of Computation. 85:1875-1899

11R42: Zeta functions an... 11Y40: Algebraic number... Mathematics - Number The... FOS: Mathematics algebra and number theor... applied mathematics
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7

Artin–Schreier extensions of the rational function field: Artin-Schreier extensions of the rational function field
Bae, S Bae, Sunghan ; Jung, H Jung, Hwanyup ; Kang, PL Kang, Pyung-Lyun
Mathematische Zeitschrift. 276:613-633

AVERAGE VALUES L-SERIES Arithmetic theory of alg... \(L\)-functions 4. Education 0103 physical sciences
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8

On Tate’s refinement for a conjecture of Gross and its generalization: On Tate's refinement for a conjecture of Gross and its generalization
Noboru Aoki
Journal de théorie des nombres de Bordeaux. 16:457-486

Abelian \(L\)-functions Zeta functions and \(L\)... 0101 mathematics Class field theory Other abelian and metabe... 01 natural sciences
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9

Dedekind zeta functions of certain real quadratic fields
Rongzheng Jiao ; Hongwen Lu
Tamkang Journal of Mathematics. 37:367-375

Quadratic extensions Dedekind zeta function Dedekind sum Zeta functions and \(L\)... 0101 mathematics quadratic fields
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10

Artin formalism and heat kernels
Lang, Serge ; Jorgenson, Jay
Collected Papers Volume V ISBN: 9781461274094

asymptotic expansion Spectral theory trace formulas (e.g., th... self-adjoint operator Heat and other parabolic... theta functions
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11

On Artin’sL-functions. II: Dirichlet coefficients: On Artin's \(L\)-functions. II: Dirichlet coefficients
Florin Nicolae
Journal für die reine und angewandte Mathematik (Crelles Journal). 2005:93-97

Artin \(L\)-function Zeta functions and \(L\)... Dirichlet series Other Dirichlet series a...
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12

The Rubin–Stark conjecture for a special class of function field extensions: The Rubin--Stark conjecture for a special class of function field extensions
Cristian D. Popescu
Journal of Number Theory. 113:276-307

regulators class-groups Algebra and Number Theor... Arithmetic theory of alg... \(L\)-functions \(\ell\)-adic homology
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13

THE BRAUER–SIEGEL THEOREM: The Brauer-Siegel theorem
Stéphane Louboutin
Journal of the London Mathematical Society. 72:40-52

class number quartic fields cubic fields Cubic and quartic extens... Class numbers, class gro... Zeta functions and \(L\)...
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14

Relative $K_{0}$, annihilators, Fitting ideals and Stickelberger phenomena: Relative \(K_0\), annihilators, Fitting ideals and Stickelberger phenomena
Victor P. Snaith
Proceedings of the London Mathematical Society. 90:545-590

complexes Étale cohomology, higher... Galois cohomology Zeta functions and \(L\)... annihilators 0101 mathematics
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15

Mean values of biquadratic zeta functions
Gautam Chinta
Inventiones mathematicae. 160:145-163

biquadratic extension Cubic and quartic extens... Zeta functions and \(L\)... 0101 mathematics central value 01 natural sciences
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16

Li's criterion and zero-free regions of L-functions: Li's criterion and zero-free regions of \(L\)-functions
Francis Brown
Journal of Number Theory. 111:1-32

Nonreal zeros of \(\zeta... Riemann and other hypoth... Siegel zero Li's criterion general \(L\)-functions Real zeros of \(L(s, \ch...
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17

The multiplicative and functional independence of Dedekind zeta functions of abelian fields
Roman Marszałek
Colloquium Mathematicum. 103:11-16

\(\zeta (s)\) and \(L(s,... Zeta functions and \(L\)... functional independence 0101 mathematics Dirichlet's \(L\)-functi... 01 natural sciences
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18

On the distribution of algebraic numbers with prescribed factorization properties
Maciej Radziejewski
Acta Arithmetica. 116:153-171

Selberg class error terms oscillations Asymptotic results on ar... Zeta functions and \(L\)... functional independence
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19

On Cramér’s theorem for general Euler products with functional equation: On Cramér's theorem for general Euler products with functional equation
Lang, Serge ; Jorgenson, Jay
Collected Papers Volume V ISBN: 9781461274094

asymptotic expansion Spectral theory trace formulas (e.g., th... rank one symmetric space... functions of Selberg typ... Dirichlet series, expone...
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20

Stringy Hodge numbers and p-adic Hodge theory: Stringy Hodge numbers and \(p\)-adic Hodge theory
Tetsushi Ito
Compositio Mathematica. 140:1499-1517

Hodge structures Mathematics - Number The... 14E05 Other algebro-geometric... 11R42 11S80
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