P R
O G R A M
Workshop
on Degenerate Partial Differential Equations,
Weighted
Spaces, and Applications to Mechanics
(14-16 September, 2005)
WEDNESDAY, SEPTEMBER, 14
1330 – 1400 Opening of the Workshop.
1400 – 1450 B.-W. Schulze (
1500 – 1520 G. Jaiani. On a Nonlocal Problem for a System of Singular Differential Equations Connected with Cusped Prismatic Shells.
THURSDAY, SEPTEMBER, 15
1100 – 1150 B.-W. Schulze (
1200 – 1250
L. Tepoyan (
1300 – 1320 D. Gordeziani, E. Gordeziani, N. Gordeziani. An Additive Locally One-dimensional Models for Pluriparabolic
Equations.
BREAK
1400 – 1420 G. Devdariani, R. Janjgava, B. Gulua. Dirichlet Problem for Marques-von Kármán’s System.
1430 – 1450 D. Gubeladze. Friedrichs’ and Poincare’s Weighted Inequalities.
1500 – 1520
1530 – 1550 T. Meunargia. Some Basic Boundary Value Problems for Non-shellow Shells.
1600 – 1620 D. Natroshvili. Solvability and Regularity Results to Boundary-Transmission Problems for Metallic and Piezoelectric Elastic Materials.
1630 – 1650 J. Rogava, M. Tsiklauri. Higher Order Decomposition Formulas for a Semigroup.
1700 – 1720 T. Tadumadze. Formulas of Variation for Solutions to Some Classes of Functional–Differential Equations.
FRIDAY, SEPTEMBER, 16
1100 – 1150 B.-W. Schulze (
1200 – 1220 D. Gordeziani, G. Avalishvili, M. Avalishvili. Nonlocal in Time Problems for Schrödinger Type Equations
1230 – 1250
BREAK
1400 – 1420 M. Ashordia. Singular Boundary Value Problems for Systems of Generalized Ordinary Differential Equations.
1430 – 1450
1500 – 1520 J. Gvazava. Oblique Derivative Nonlinear Problem with Data on Free Characteristics.
1530 – 1550 J. Peradze. On the Solution of the Kirchhoff Differential Equation.
1600 – 1620 R. Sokhadze. Bitsadze-Samarsky Nonlocal Boundary Value Problem for a Class of Mixed Type Equations with a Parabolic Degeneration inside a Domain.
1630 – 1650 D. Shulaia. On a General Solution to the Radiative Transport Equation of the Polarized Light.
1630 – 1650 T. Vashakmadze. On a Remark to a Law of Natural Sciences.
1700 – 1720
Round Table.