A note on cyclic polynomials in polydiscs
The author studies cyclicity properties of polynomials in Dirichlet-type spaces on polydiscs. The results depend strongly on the location of the zeros of these polynomials and the number of variables. The case of 3 variables is analyzed in greater detail. The methods used mostly stem from harmonic and potential analysis. It seems strange to the reviewer that the paper appeared in a journal on Mathematical Physics. A relation to physics is not apparent.
scientific article; zbMATH DE number 6928653