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- W2334875092 abstract "(*) The quotient of G^ (see Notation below) by a maximal compact subgroup defines a bounded symmetric domain #C. If T is an arithmetic subgroup of G, there is a ^invariant holomorphic map </? of #e into a projective space which induces a biregular isomorphism of BC jY onto a Zariski open subset V of a projective variety (see Baily and Borel [1]). We call such a couple (V, if) a model of &C./Y. Then our first problem, in a naive form, is as follows." @default.
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- W2334875092 modified "2023-09-26" @default.
- W2334875092 title "ON ARITHMETIC AUTOMORPHIC FUNCTIONS" @default.
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