A. Grishin

most citedSome properties of Fourier integrals

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.CV2014

Entire functions with preassigned zero proximate order

A. F. Grishin, Nguyen Van Quynh

It is known that if the proximate order $ρ (r)$ such that $lim ρ (r) = ρ > 0 (r \to \infty)$ , then there exists an entire function $f (z)$ of proximate order $ρ (r)$ . In the case where…

math.CA2011★ 2 cited

Some properties of Fourier integrals

A. F. Grishin, M. V. Skoryk

Let F(R^n) be the algebra of Fourier transforms of functions from L_1(R^n), K(R^n) be the algebra of Fourier transforms of bounded complex Borel measures in R^n and W be Wiener alg…