Some analytic or asymptotic confluent expansions for functions of several variables

This paper aims at presenting multivariable extensions of the recent results of J. L. Fields [5] and others (cf. [1]-[4]) on certain analytic or asymptotic confluent expansions for functions of one and two variables. It is also demonstrated how these extensions would apply, for instance, to derive an asymptotic confluent expansion for a certain class of the generalized Lauricella function of several variables.

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