On measurable polynomials on infinite-dimensional spaces (Q2375979)

The authors describe the contents of this paper as follows. ``We prove the existence of a polynomial in the usual sense of measurable polynomials on infinite-dimensional spaces with measures. A similar assertion is proved for a broad class of measurable polylinear functions.'' ... `` The main result of this paper gives a polynomial extension of a function that is the point-wise limit of a sequence of polynomials of degree \(d\) on the set of all points of convergence of this sequence.''