A note on rational function of several complex variables

Circular centered forms for rational functions in several complex variables

Lin, Q. and J.G. Rokne, Circular centered forms for rational functions in several complex variables, Journal of Computational and Applied Mathematics 41 (1992) 347-357. As a continuation of Rokne (this journal, 19871, this paper considers the explicit representation and inclusion properties as well as convergence of circular centered forms for rational complex functions in several variables. !?...

A note on Hermite polynomials of several variables

The present paper deals with an extension of certain results obtained by Burchnall for Her-mite polynomials to similar results for Hermite polynomials of several variables.

Reducibility of Rational Functions in Several Variables

We prove a analogous of Stein theorem for rational functions in several variables: we bound the number of reducible fibers by a formula depending on the degree of the fraction.

Reducibility of Rational Fractions in Several Variables

We prove a analogous of Stein theorem for rational fractions in several variables: we bound the number of reducible fibers by a formula depending on the degree of the fraction.

Lecture notes on several complex variables