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- Siegel_G-function abstract "In mathematics, a Siegel G-function is a class of functions in transcendence theory introduced by C. L. Siegel. They satisfy a linear differential equation with polynomial coefficients, and the coefficients of their power series expansion lie in a fixed algebraic number field and have heights of at most exponential growth.".
- Siegel_G-function wikiPageID "27159329".
- Siegel_G-function wikiPageRevisionID "525869542".
- Siegel_G-function first "F.".
- Siegel_G-function hasPhotoCollection Siegel_G-function.
- Siegel_G-function id "g/g110010".
- Siegel_G-function last "Beukers".
- Siegel_G-function title "G-function".
- Siegel_G-function subject Category:Analytic_number_theory.
- Siegel_G-function comment "In mathematics, a Siegel G-function is a class of functions in transcendence theory introduced by C. L. Siegel. They satisfy a linear differential equation with polynomial coefficients, and the coefficients of their power series expansion lie in a fixed algebraic number field and have heights of at most exponential growth.".
- Siegel_G-function label "Siegel G-function".
- Siegel_G-function sameAs m.0bwlj5n.
- Siegel_G-function sameAs Q7510558.
- Siegel_G-function sameAs Q7510558.
- Siegel_G-function wasDerivedFrom Siegel_G-function?oldid=525869542.
- Siegel_G-function isPrimaryTopicOf Siegel_G-function.