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- W1492548453 abstract "Recent approaches to the problem of modifying the higher-order JWKB approximations are briefly reviewed. Modifications of a type introduced by Beckel and Nakhleh are discussed for a related but different kind of phase integral approximations. Another and more consistent type of modification related to work by Langer and by Krieger and Rosenzweig is then considered. It is shown that, by using the phase integral approximations just mentioned, and elaborating a transformation procedure based on a generalized Langer transformation, one arrives at the same final formulae for modified higher-order phase integral approximations as were derived by a direct method in a recent paper by the present authors. Some comments are also made on the possibility of utilizing the nonuniqueness of the modifications for different purposes." @default.
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- W1492548453 date "1974-03-01" @default.
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- W1492548453 title "On modifications of phase integral approximations of arbitrary order" @default.
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- W1492548453 doi "https://doi.org/10.1007/bf02721113" @default.
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