Gokhman, Dmitry - Department of Applied Mathematics, University of Texas at San Antonio

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Gokhman, Dmitry - Department of Applied Mathematics, University of Texas at San Antonio

Strodt's approach to differential equations in the complex domain In [1] Strodt deals with principal solutions to standard algebraic ODEs in the complex do-
Valuations and the Nullstellensatz [from lectures by Maxwell Rosenlicht]
On the quadrature of a circle and circulature of a square in Lobachevskij space
Differentially transcendental formal power series Dmitry Gokhman
A program for calculating the incomplete gamma function namhkoGyrtimDdnanaltsoKcirEyB
Central European Journal of Biology Functional discrimination of sea anemone
Newton's and Ritt's polygons [from notes by Maxwell Rosenlicht]
Differential transcendence of the gamma function [from notes by Maxwell Rosenlicht]
Meromorphic differential systems Theorem: Let A(z) be an n n matrix function holomorphic for |z| > x0, z S, where S is a sector with
An asymptotic existence theorem in C for the Riccati equation
Regular growth of solutions of the Riccati equation in the complex plane
Limits in differential fields of holomorphic germs Division of Mathematics, Computer Science and Statistics
A high precision algorithm for axisymmetric flow
Functions in a hardy field not ultimately C Dmitry Gokhman
"DESIGN OF OPTIMAL LINEAR OPERATORS FOR THE HAAR BASIS"
Comparability classes and the sign of a differential polynomial
Velocity field generated by singularities in a thin lamina of variable thickness
Topologies for hybrid solutions Dmitry Gokhman
Interpolant splines in 1-d Local polynomial bases
Boundary Element Method for Internal Axisymmetric Flow Dr. Alexander Gokhman