שלחו לחבר

Optimal estimates for derivatives of analytic functions and solutions to Laplace, Lam\'e and Stokes equations

Seminar
Speaker
Prof. Gershon Kresin, Ariel University
Date
19/05/2014 - 14:00
Abstract

Two types of optimal estimates for derivatives of analytic functions
with bounded real part are considered. The first of them is a pointwise
inequality for derivatives of analytic functions in the complement
of a convex closed domain in ${\mathbb C}$. The second type of inequalities
is a limit relation for derivatives of analytic functions in an arbitrary proper
subdomain of ${\mathbb C}$. Optimal estimates for derivatives of a vector
field with bounded harmonic components as well as optimal estimates for the
divergence of an elastic displacement field and pressure in a fluid in
subdomains of ${\mathbb R}^n$ are discussed.

תאריך עדכון אחרון : 12/05/2014