Width of the Gakhov class over the Dirichlet space is equal to 2 be the classical Dirichlet space, and let P: f ↦ F = f″/f′. We prove that the radius of the
maximal ball in P
Width of the Gakhov class over the Dirichlet space is equal to 2 be the classical Dirichlet space, and let P: f ↦ F = f″/f′. We prove that the radius of the
maximal ball in P
Solvability of the Gakhov equation in S.N. Kudryashov's exampleSolvability of the Gakhov equation in
S.N. Kudryashov's example
Meromorphization of M. I. Kinder’s Formula Via the Change of Contours problems going back to well-known R. B. Salimov’
s book became a plentiful source of new statements