SU\G(𝔸)/K·U

On a measure of algebraic independence of values of Jacobi elliptic functions

Ya. M. Kholyavka

Type: Article

Publication Date: 2007-09-29

Citations: 3

DOI: https://doi.org/10.1007/s10958-007-0392-y

Locations

  • Journal of Mathematical Sciences - View - PDF

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Works That Cite This (2)

Action Title Year Authors
+ On the transcendence of moduli of the jacobian elliptic functions 2012 Ya. M. Kholyavka
+ PDF Chat On a measure of algebraic independence of modulus and values of Jacobi elliptic function 2013 Ya. M. Kholyavka

Works Cited by This (21)

Action Title Year Authors
+ PDF Chat Elliptic Functions and Transcendence 1975 David Masser
+ Algebraic independence of the values of elliptic function at algebraic points 1980 G. V. Chudnovsky
+ PDF Chat Contributions to the Theory of Transcendental Numbers 1984 G. V. Chudnovsky
+ ESTIMATES FOR THE ORDERS OF ZEROS OF FUNCTIONS OF A CERTAIN CLASS AND APPLICATIONS IN THE THEORY OF TRANSCENDENTAL NUMBERS 1977 Ju V Nesterenko
+ PDF Chat On transcendental numbers 1927 Shin‐Ichi Izumi
+ ESTIMATES FOR THE CHARACTERISTIC FUNCTION OF A PRIME IDEAL 1985 Yu. V. Nesterenko
+ Fields of large transcendence degree generated by values of elliptic functions 1983 David Masser
G. Wüstholz
+ On the measure of algebraic independence of the values of an elliptic function at algebraic points 1985 Yu. V. Nesterenko
+ Transcendence degree of some fields generated by values of the exponential function 1989 Yu. V. Nesterenko
+ Vari�t�s ab�liennes et ind�pendance alg�brique II: Un analogue ab�lien du th�or�me de Lindemann-Weierstra� 1983 Patrice Philippon