СП Суетин - Успехи математических наук, 2015 - mathnet.ru
Распределение нулей полиномов Паде и аналитическое продолжение Page 1 2015 г. сентябрь — октябрь т. 70, вып. 5(425) УСПЕХИ МАТЕМАТИЧЕСКИХ НАУК УДК 517.53 …
EA Rakhmanov - Recent advances in orthogonal polynomials …, 2012 - books.google.com
This paper is devoted to a study of S-curves, that is systems of curves in the complex plane whose equilibrium potential in a harmonic external field satisfies a special symmetry …
Let f be a germ of an analytic function at infinity that can be analytically continued along any path in the complex plane deprived of a finite set of points, f∈ A (C¯\A),# A<∞. J. Nuttall has …
Curves in the complex plane that satisfy the S-property were first introduced by Stahl and they were further studied by Gonchar and Rakhmanov in the 1980s. Rakhmanov recently …
Abstract We use the Riemann–Hilbert approach, together with string and Toda equations, to study the topological expansion in the quartic random matrix model. The coefficients of the …
The problem of analytic continuation of a multivalued analytic function with finitely many branch points on the Riemann sphere is discussed. The focus is on Padé approximants …
We give an exhaustive characterization of the complex saddle point configurations of the Gross-Witten-Wadia matrix model in the large-N limit. In particular, we characterize the …
VI Buslaev, SP Suetin - Journal of Approximation Theory, 2016 - Elsevier
For an interval E=[a, b] on the real line, let μ be either the equilibrium measure, or the normalized Lebesgue measure of E, and let V μ denote the associated logarithmic potential …