Papers - Shiokawa, Iekata
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A class of normal numbers
Y. Nakai and I. Shiokawa
Japanese J. Math. ( 16 ) 1990
Research paper (scientific journal), Joint Work
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A class of normal numbers Ⅱ
Y. Nakai and I. Shiokawa
Lecture Note Series, Cambridge Univ. ( 154 ) 1990
Research paper (scientific journal), Joint Work
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ある種の正規数
中井喜信，塩川宇賢
数理解析研究所講究録 ( 708 ) 1989.12
Research paper (conference, symposium, etc.), Joint Work
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Rational approximations to the Roger-Ramanujian continued fraction
Acta Arith. 1988
Single Work
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整理列におけるdigitsの和について
H. Kano and I. Shiokawa
Sem. Malh Sci. Keio Univ ( No.12 ) 1988
Joint Work
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A note on the function [hx+y]/h!
I. Shiokawa and J. Tamura
J. Math Kyoto Univ 1987
Joint Work
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Point spectrum and Hausdorff dimension
Y. Ito, T. Kamae, and I. Shiokawa
Number Theory and Combinatrics Japan 1984 ( 1 ) 1985
Research paper (scientific journal), Joint Work
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Rational approximations to the values of certain hypergeometric functions
Number Theory and Combinatrics Japan1984 1985
Single Work
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A measure for the linear independence of certain numbers
P. Bundschuh and I. Shiokawa
Results in Math 1984
Joint Work
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指数関数の値の有理近似について
塩川 宇賢
数理解析研講究録 ( 517 ) 1984
Research paper (conference, symposium, etc.), Single Work
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ある種の関数方程式の解の数論的性質について
超越数論研究集会報告集 1983
Research paper (conference, symposium, etc.), Single Work
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超越数論におけるMahlerの方法
塩川 宇賢
数理解析研講究録 ( 496 ) 1983
Research paper (scientific journal), Single Work
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Algebraic independence of certain gap series
Arch der Math 1981
Single Work
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On irrationality of the values of certain power series with algebraic coefficients
Sem.Theorie des Nombres 1981
Single Work
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Arithmetic properties of certain power serjes with algebraic coefficients
Sem.Theorie des Nombres 1980
Single Work
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On the sum of digits of primes in imagirary quadratic fields
K. Kaneiwa and I. Shiokawa
Tsukuba J. Math 1980
Joint Work
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Some ergodic properties of a complex continued fraction transformation
Soc. Mach France Asterisque 1976
Single Work
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Some ergodic properties of a complex continued fraction algorithm
K.E.R 1976
Single Work
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Some properties of complex continued fractions
K. Kaneiwa, I. Shiokawa, and J. Tamura
Com. Math Univ. St. Pauli 1976
Joint Work
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A proof of Perrons theorem on Diophantine approximation of complex numbers
K. Kaneiwa, I. Shiokawa, and J. Tamura
Keio. Engin. Reports (以下 K.E.Rと略す。) 1975
Joint Work