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Transcendental number theory : pbk

Transcendental number theory : pbk
紙図書
Alan Baker ; with an introduction by David MasserCambridge University Press2022, c1975
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  • 件名Transcendental numbers
  • 件名（識別子）Transcendental numbers

How should we bet on prime number dice? (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

How should we bet on prime number dice? (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙記事
小川 裕之<Z43-1336>数理解析研究所講究録(1898):2014.5p.16-27
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Convolution identities for Cauchy numbers of the first kind and of the second kind (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

Convolution identities for Cauchy numbers of the first kind and of the second kind (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙記事
小松 尚夫<Z43-1336>数理解析研究所講究録(1898):2014.5p.174-193
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Pillars of transcendental number theory

Pillars of transcendental number theory
紙図書
Saradha Natarajan, Ravindranathan ThangaduraiSpringerc2020
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Algebraic independence of the power series related to the beta expansions of real numbers (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

Algebraic independence of the power series related to the beta expansions of real numbers (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙デジタル記事
Hajime Kaneko<Z43-1336>数理解析研究所講究録(1898):2014.5p.80-91
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無理数・超越数と数学教育

無理数・超越数と数学教育
デジタル記事
2022-03-31東京都立大学教職課程紀要6p.47-55
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  • 並列タイトル等（連結）Irrational and transcendental numbers and mathematics education
  • 並列タイトル等Irrational and transcendental numbers and mathematics education

無理数・超越数と数学教育

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デジタル記事
内田, 幸寛東京都立大学教職課程紀要編集委員会2022-03-31東京都立大学教職課程紀要6p.47-55
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  • 並列タイトル等（連結）Irrational and transcendental numbers and mathematics education
  • 並列タイトル等Irrational and transcendental numbers and mathematics education

Transcendental numbers : [pbk.]

Transcendental numbers : [pbk.]
紙図書
M. Ram Murty, Purusottam RathSpringerc2014
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A note on transcendental entire functions mapping uncountable many Liouville numbers into the set of Liouville numbers

A note on transcendental entire functions mapping uncountable many Liouville numbers into the set of Liouville numbers
紙記事
Jean LELIS, Diego MARQUES, Josimar RAMIREZ<Z53-T494>Proceedings of the Japan Academy. Series. A, Mathematical sciences / issued by 日本学士院93(9):2017.11p.111-114
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  • 件名Mahler problem Liouville number transcendental function

INTERPOLATING CARLITZ ZETA VALUES (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

INTERPOLATING CARLITZ ZETA VALUES (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙記事
F. PELLARIN<Z43-1336>数理解析研究所講究録(1898):2014.5p.58-69
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The multiple Dirichlet product and the multiple Dirichlet series (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

The multiple Dirichlet product and the multiple Dirichlet series (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙デジタル記事
TOMOKAZU ONOZUKA<Z43-1336>数理解析研究所講究録(1898):2014.5p.115-123
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COMPUTING S-INTEGRAL POINTS ON ELLIPTIC CURVES OF RANK AT LEAST 3 (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

COMPUTING S-INTEGRAL POINTS ON ELLIPTIC CURVES OF RANK AT LEAST 3 (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙デジタル記事
N. HIRATA-KOHNO, T. KOVACS<Z43-1336>数理解析研究所講究録(1898):2014.5p.92-102
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Eulerの二重ゼータ関数の二乗平均値について (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

Eulerの二重ゼータ関数の二乗平均値について (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙記事
池田 創一, 松岡 謙晶, 永田 義一<Z43-1336>数理解析研究所講究録(1898):2014.5p.146-155
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ASYMPTOTIC EXPANSIONS FOR CERTAIN q-SERIES, q-INTEGRALS, q-DIFFERENTIALS AND A FORMULA OF RAMANUJAN FOR SPECIFIC VALUES OF ζ(s) (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

ASYMPTOTIC EXPANSIONS FOR CERTAIN q-SERIES, q-INTEGRALS, q-DIFFERENTIALS AND A FORMULA OF RAMANUJAN FOR SPECIFIC VALUES OF ζ(s) (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙記事
桂田 昌紀<Z43-1336>数理解析研究所講究録(1898):2014.5p.156-173
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Mean values of Mordell-Tornheim double zeta-functions (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

Mean values of Mordell-Tornheim double zeta-functions (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙デジタル記事
Takuya Okamoto, Tomokazu Onozuka<Z43-1336>数理解析研究所講究録(1898):2014.5p.70-79
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On a certain trace of Selberg type (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

On a certain trace of Selberg type (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙記事
Eiji YOSHIDA<Z43-1336>数理解析研究所講究録(1898):2014.5p.28-46
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Independence of complex Cantor series and Cantor products (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

Independence of complex Cantor series and Cantor products (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙記事
Takao Komatsu, Vichian Laohakosol, Supawadee Prugsapitak 他<Z43-1336>数理解析研究所講究録(1898):2014.5p.47-57
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Algebraic independence of values of Carlitz multiple polylogarithms (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

Algebraic independence of values of Carlitz multiple polylogarithms (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙記事
三柴 善範<Z43-1336>数理解析研究所講究録(1898):2014.5p.6-15
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変形Riemannゼータ分布とその応用 (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

変形Riemannゼータ分布とその応用 (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙記事
中村 隆<Z43-1336>数理解析研究所講究録(1898):2014.5p.1-5
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An inverse problem for a class of canonical systems (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)

An inverse problem for a class of canonical systems (Analytic Number Theory : Arithmetic Properties of Transcendental Functions and their Applications)
紙デジタル記事
鈴木 正俊<Z43-1336>数理解析研究所講究録(1898):2014.5p.140-145
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