Algebraic relations and asymptotic formulas for Fibonacci reciprocal sums (解析的整数論とその周辺--RIMS研究集会報告集)
スポンサーリンク
概要
著者
-
ELSNER CARSTEN
FACHHOCHSCHULE FUR DIE WIRTSCHAFT, UNIVERSITY OF APPLIED SCIENCES
-
下村 俊
慶応義塾大学理工学部
-
塩川 宇賢
慶応義塾大学理工学部
-
下村 俊
慶應義塾大学理工学部
-
塩川 宇賢
慶應義塾大学理工学部
-
Elsner Carsten
Fachhochschule Fur Die Wirtschaft University Of Applied Sciences
関連論文
- Algebraic relations and asymptotic formulas for Fibonacci reciprocal sums (解析的整数論とその周辺--RIMS研究集会報告集)
- Algebraic independence results for Ramanujan $q$-series (New Aspects of Analytic Number Theory)
- ON SECOND ORDER NONLINEAR DIFFERENTIAL EQUATIONS WITH THE QUASI-PAINLEVE PROPERTY (II) (Recent Trends in Exponential Asymptotics)
- On second order nonlinear differential equations with the quasi-Painleve property (Global and asymptotic analysis of differential equations in the complex domain)
- On the Number of Poles of the First Painleve Transcendents and Higher Order Analogues (II) (Nishikawa phenomena in Stokes graphs for higher order Painleve equations)
- On the Number of Poles of the First Painleve Transcendents and Higher Order Anlogues (Deformation of differential equations and asymptotic analysis)
- NEVANLINNA THEORY AND PAINLEVE TRANSCENDENTS (Bilinear Method in the Study of Integrable Systems and Related Topics)
- ON THE PAINLEVE I HIERARCHY (Analysis of Painleve equations)
- 退化Garnier系の解の極集合について(Painleve系, 超幾何系, 漸近解析)
- ある非線形方程式の漸近的性質について(複素解析と大域解析 : 微分方程式の視点から)
- パラメーターを含むPfaff方程式について (複素領域における微分方程式)
- β-Transformation and Related Topics (エルゴ-ド理論とその周辺)
- $$-number systems and algebraic independence (Analytic Number Theory and Surrounding Areas)
- Transcendence of Rogers-Ramanujan continued fraction and reciprocal sums of Fibonacci numbers (Number Theory and its Applications)
- ある種の正規数(解析数論:最近の発展)
- 指数関数の有理点での値の有理近似について
- 超越数論におけるMahlerの方法(Fourier Analysis on Arithmetical Sequences)
- Some Ergodic Properties of a Complex Continued Fraction Algorithm (数論的関数の特性)
- On the Sum of Digits of Prime Numbers (数論と調和解析)
- On a Problem in Additive Number Theory (解析的整数論)
- ALGEBRAIC INDEPENDENCE OF VALUES OF EXPONENTIAL TYPE POWER SERIES (Analytic Number Theory : Number Theory through Approximation and Asymptotics)