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A Nonclassical Algebraic Solution of a 3-Variable Irregular Garnier System
Arata Komyo
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2024 年 67 巻 1 号 p. 85-104

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In this paper, a nonclassical algebraic solution of a 3-variable irregular Garnier system is constructed. Diarra-Loray have studied classification of algebraic solutions of irregular Garnier systems. There are two type of the algebraic solutions: classical type and pull-back type. They have shown that there are exactly three nonclassical algebraic solutions for N-variables irregular Garnier systems with N > 1. Explicit forms of two of the three solutions are already given. The solution constructed in the present paper is the remaining algebraic solution.

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© 2024 by the Division of Functional Equations, The Mathematical Society of Japan
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