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Название: Algorithms for the Computation of All Mathieu Functions of Integer Orders
Автор: Alhargan F.A.
Аннотация:
The article presents methods for the computation of all Mathieu functions of integer order, which cover a large range of n and h; previous algorithms were limited to small values of n. The algorithms are given in sufficient detail to enable straightforward implementation. The algorithms can handle a large range of the order n (0-200) and the parameter h (0-4n).