Showing 101 - 120 of 792

101

Higher order multivariable Nörlund Euler-Bernoulli polynomials
Liu Guo-dong
Applied Mathematics and Mechanics. 23:1348-1356

0203 mechanical engineer... multivariable Nörlund-Eu... 0103 physical sciences 02 engineering and techn... Bernoulli and Euler numb... Nörlund-Bernoulli polyno...
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102

A Series of New Congruences for Bernoulli Numbers and Eisenstein Series: A series of new congruences for Bernoulli numbers and Eisenstein series
Ernst-Ulrich Gekeler
Journal of Number Theory. 97:132-143

Algebra and Number Theor... Eisenstein series congruences for modular... 0101 mathematics Bernoulli and Euler numb... Iwasawa functions
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103

Some formulae for the q-Bernoulli and Euler polynomials of higher order: Some formulae for the \(q\)-Bernoulli and Euler polynomials of higher order
Taekyun Kim
Journal of Mathematical Analysis and Applications. 273:236-242

Volkenborn integral Zeta functions and \(L\)... \(q\)-calculus and relat... Applied Mathematics q-Euler numbers of highe... p-adic q-integrals
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104

On p-adic q-L-functions and sums of powers: On \(p\)-adic \(q\)-\(L\)-functions and sums of powers
Taekyun Kim
Discrete Mathematics. 252:179-187

p-Adic l-function Mathematics - Number The... Applied Mathematics \(q\)-series q-series 11B68, 11S80
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105

Congruences Involving Bernoulli Numbers and Fermat–Euler Quotients: Congruences involving Bernoulli numbers and Fermat-Euler quotients.
Takashi Agoh
Journal of Number Theory. 94:1-9

Quadratic extensions class number of quadrati... Algebra and Number Theor... Fermat-Euler quotients Power residues, reciproc... class numbers of quadrat...
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106

SOME REMARKS ON A q-ANALOGUE OF BERNOULLI NUMBERS: Some remarks on a \(q\)-analogue of Bernoulli numbers
Min-Soo Kim ; Jin-Woo Son
Journal of the Korean Mathematical Society. 39:221-236

\(p\)-adic \(q\)-Bernoul... \(q\)-Bernoulli polynomi... \(q\)-analogue 0101 mathematics Bernoulli and Euler numb... Other analytic theory (a...
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107

Arithmetic Properties of Bernoulli–Padé Numbers and Polynomials: Arithmetic properties of Bernoulli-Padé numbers and polynomials.
Louise Louise ; Karl Dilcher
Journal of Number Theory. 92:330-347

Algebra and Number Theor... Bernoulli polynomials Special sequences and po... generalizations of Berno... 0101 mathematics Bernoulli and Euler numb...
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108

On a multidimensional Volkenborn integral and higher order Bernoulli numbers
Min-Soo Kim ; Jin-Woo Son
Bulletin of the Australian Mathematical Society. 65:59-71

higher order Bernoulli n... \(p\)-adic analysis Non-Archimedean analysis \(p\)-adic integration Mahler expansion 0101 mathematics
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109

A congruence involving the quotients of Euler and its applications (I): A congruence involving the quotients of Euler and its applications. I
Tianxin Cai
Acta Arithmetica. 103:313-320

Fermat quotient Binomial coefficients factorials \(q\)-identities Power residues, reciproc... congruences
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110

On Kummer-Type Congruences for Derivatives of Barnes' Multiple Bernoulli Polynomials: On Kummer-type congruences for derivatives of Barnes' multiple Bernoulli polynomials
Kaori Ota
Journal of Number Theory. 92:1-36

derivative of Barnes' mu... Algebra and Number Theor... Barnes' multiple zeta fu... Bernoulli polynomials Kummer congruence Kummer congruences
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111

On mth order Bernoulli polynomials of degree m that are Eisenstein: On \(m\)th order Bernoulli polynomials of degree~\(m\) that are Eisenstein
Michael Filaseta ; Arnold Adelberg
Colloquium Mathematicum. 93:21-26

Bernoulli polynomials Bernoulli and Euler numb... Bernoulli numbers irreducibility of polyno... Eisenstein polynomials
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112

Kummer congruences for expressions involving generalized Bernoulli polynomials
Glenn J. Fox
Journal de Théorie des Nombres de Bordeaux. 14:187-204

Zeta functions and \(L\)... generalized Bernoulli po... congruences Congruences primitive roots residue systems
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113

ON THE GENERALIZED GLAISHER-HONG'S CONGRUENCES: On the generalized Glaisher-Hong's congruences
I. Slavutskii
Chinese Annals of Mathematics. 23:63-66

Glaisher's congruence Congruences primitive roots residue systems Bernoulli number 0101 mathematics
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114

Remarks on some relationships between the Bernoulli and Euler polynomials
SRIVASTAVA, H. M ; PINTER, A
Applied mathematics letters. 17(4):375-380

Control theory, operatio... Automatique, recherche o... Mathematics Mathématiques Mechanics acoustics Mécanique et acoustique
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115

Multiple Zeta Values at Non-Positive Integers: Multiple zeta values at non-positive integers
Yoshio Tanigawa ; Shigeki Akiyama
The Ramanujan Journal. 5:327-351

Euler-Zagier multiple ze... multiple zeta function a... 0101 mathematics Other Dirichlet series a... Bernoulli and Euler numb... regular values
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116

On recurrence relations for Bernoulli and Euler numbers
Ching-Hua Chang ; Chung-Wei Ha
Bulletin of the Australian Mathematical Society. 64:469-474

Genocchi numbers 0102 computer and inform... 0101 mathematics Bernoulli and Euler numb... Euler numbers 01 natural sciences
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117

Remark on certain sums concerning class number
Stanislav Jakubec
Abhandlungen aus dem Mathematischen Seminar der Universität Hamburg. 71:69-76

Cyclotomic extensions Class numbers, class gro... cyclotomic fields 0101 mathematics Bernoulli and Euler numb... 01 natural sciences
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118

On modification of the q-L-series and its applications: On modification of the \(q\)-\(L\)-series and its applications
Tsumura, Hirofumi
Nagoya Math. J. 164 (2001), 185-197

\(q\)-calculus and relat... 11M41 Dirichlet series \(q\)-zeta function \(q\)-\(L\)-series 0101 mathematics
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119

A note onq-multiple zeta functions: A note on \(q\)-multiple zeta functions
Taekyun Kim
Journal of Physics A: Mathematical and General. 34:L643-L646

0209 industrial biotechn... Basic hypergeometric fun... multiple \(q\)-zeta func... 02 engineering and techn... 0101 mathematics Bernoulli and Euler numb...
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120

Some Identities Involving Bernoulli and Stirling Numbers: Some identities involving Bernoulli and Stirling numbers.
Susumu Shirai ; Ken-ichi Sato
Journal of Number Theory. 90:130-142

degenerate Bernoulli num... Algebra and Number Theor... Bell and Stirling number... Stirling number Bernoulli number 0101 mathematics
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