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1966•Transactions of the American Mathematical SocietyOpen access

Analytic continuation for functions of several complex variables

Robert Horton Cameron, D. A. Storvick

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Abstract

In our proof of a translation theorem for analytic Feynman integrals [3], a function of two complex variables arose which was analytic in each variable if the other variable was restricted to real values.In this paper we establish some results relating analyticity and separate analyticity for functions of several complex

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In our proof of a translation theorem for analytic Feynman integrals [3], a function of two complex variables arose which was analytic in each variable if the other variable was restricted to real values.In this paper we establish some results relating analyticity and separate analyticity for functions of several complex

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Available abstract

In our proof of a translation theorem for analytic Feynman integrals [3], a function of two complex variables arose which was analytic in each variable if the other variable was restricted to real values.In this paper we establish some results relating analyticity and separate analyticity for functions of several complex

Key concepts: Mathematics, Analytic continuation, Several complex variables, Analytic function, Lemma (botany), Variable (mathematics), Domain (mathematical analysis), Pure mathematics

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