September 1 - 3, 1993
The Banff Center
Banff, Alberta, Canada
Organized by: Marcelo Epstein and Marek Elzanowski
Presentations
1. Binz, E. (University of Mannheim), A Physical Interpretation of the Part of the First Piola-KIrchhoff Stress
2. Borejko, P.(Technical University, Vienna), Existence and Uniqueness of Stoneley Waves,
3. Davini, C (University of Udine), Elastic Invariants and Uniform Rearrangements in the Theory of Defective Crystals
4. Dost, S. (University of Victoria), A Mathematical Model for Liquid Phase Electropitaxial Growth Process of Single Crystal Semiconductors
5. Elzanowski, M. (Portland State University), The Future of the Geometric Theory of Defects,
6. Epstein, M. (University of Calgary), Second Order Inhomogeneities,
7. Fried, E. (Pennsylvania State University), Dynamic Solid-Solid Transitions with Phase Characterized by an Order Parameter
8. Gibbs, S. (Toronto Dominion Bank ), Equilibrium Conditions for a Fluid Drop Adhering to a Solid Surface
9. Hayes, M. ( University College Dublin), Bivectors and Waves in Mechanics
10. de Leon, M (C.I.S.C., Madrid), Material Bodies of Higher Grade
11. Lukasiewicz, S. (University of Calgary), Optimization of Structures with Multimodal Frequency Constraints
12. Mainardi, F (University of Bologna), Fractional Relaxation and Fractional Diffusion Equations
13. Man, C.-S. (University of Kentucky), On the Acoustoelastic Earring Coefficient of Plastically Prestrained Sheets
14. Maugin, G.A. (University of Pierre et Marie Curie (Paris VI)), The Energy of Elastic Defects,
15. Passman, S. L. (Sandia National Laboratories ), A Mathematical basis for Ensemble Averaging
16. Szyszkowski, W. (University of Saskatchewan), Some Aspects of Control and Optimization of Flexible Structures,
17. Tabarrok, B. (University of Victoria), Invariant Properties in Elastodynamic Systems,
18. Tait, R. (University of Alberta), Wrinkling in Deflected and Twisted Membranes,
19. Valanis, K.C. (Endochronics Inc., Vancouver, WA), The Intrinsic Metric in Finite Plasticity and Viscoelasticity,
20. Vatsya, S.R. ( Atomic Energy Canada Ltd.), An Extension of the Action Principle,
21. Wenzelburger, J. (University
of Mannheim), On the Theory of Crystalline Defects in Braves Lattices