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1.
Thesis/Dissertation
Kyushu Univ. Production Kyushu Univ. Production
Cover image of On the zeros of Eisenstein series for $Gamma_0^*(p)$ and $Gamma_0(p)$ of low levels
Shigezumi, Junichi ; 重住, 淳一
Academic Year Conferred: 2005
Conferring University: Kyushu University
Degree: MASTER
Degree Type: Master's Degree
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Abstract: We decide the locating of all the zeros of Eisenstein series associated with the Fricke groups $Gamma_0^*(2)$ and $Gamma_0^*(3)$ in their fundamental domains with applying the method of F. K. C. Rankin and H. P. F. Swinnerton-Dyer. Also, we give some more consideration on $Gamma_0^*(p)$ and $Gamma_0(p)$ of low levels. Read more
2.
Thesis/Dissertation
Kyushu Univ. Production Kyushu Univ. Production
Cover image of Into a Chaotic World : The Breaking of Boundaries in Thomas Pynchon’s V. — 混沌の世界へ : トマス・ピンチョン『V.』における境界の解体
Hoshiko, Nami ; 星子, 奈美
Academic Year Conferred: 2001
Conferring University: Kyushu University
Degree: MASTER
Degree Type: Master's Degree
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Table of Contents:
Introduction / Chapter I Information and Noise / Chapter II Animate and Inanimate / Chapter III Hothouse and Street / Chapter IV Chaos, Fragment, Periphery / Chapter V What is V.? / Conclusion / Notes / Works Cited
Introduction / Chapter I Information and Noise / Chapter II Animate and Inanimate / Chapter III Hothouse and Street / Chapter IV Chaos, Fragment, Periphery / Chapter V What is V.? / Conclusion / Notes / Works Cited
3.
Thesis/Dissertation
Kyushu Univ. Production Kyushu Univ. Production
Cover image of An analogy of Euler primes for a polynomial ring over a field — 体上の多項式環におけるオイラー素数の類似
Morizono, Akinori ; 森園, 明範
Academic Year Conferred: 2016
Conferring University: Kyushu University
Degree: MASTER
Degree Type: Master's Degree
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Abstract: Euler primes have been actively studied as special prime numbers, and their properties are deeply related to the class number of the corresponding quadratic field. A univariate polynomial ring over a field has a similar algebraic structure to the ring of rational integers. For a quadratic extension of a univariate rational function field, its class number is defined. Then, by investigating class numbers, we consider that we can construct polynomials which have certain similar properties to Euler primes. In this paper, we analogically give a formulation of Euler primes for a univariate polynomial ring over a field, and give special polynomials which are viewed as such Euler primes. Read more