On the Form of Solutions of Fuchsian differential Equations with n regular singular Points
arXiv:1911.01514
Abstract
The form of the coefficients of power series expressions corresponding to solutions of Fuchsian differential equations (or their associated degenerated confluent forms) with n regular singular points is determined by solving the corresponding n-term recurrence relations in full generality. Some important special cases are discussed in which the solutions coincide with special functions of mathematical physics.
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