"Markov-Bernstein
Type Inequalities on Compact Subsets of R"
By
Abstract: Generalization of classical Markov and Bernstein inequalities in different
directions (compact subsets of C^n, Cantor-type sets, higher order derivatives, etc.) is one of the main
research areas in approximation theory. In their paper "Markov-Bernstein
Type Inequalities on Compact Subsets of R", T. Erdélyi, A. Kroo and J. Szabados
suggest another path of generalization: estimation of the derivative at a point
in terms of some density functions around this point. We will consider their
results and some examples.
Date: Wednesday, April 03, 2013
Time: 14.30
Place: Mathematics Seminar Room,
SA-141
Tea and cookies will be served before the
seminar.