Contact equivalence for Lagrangian manifolds
β Scribed by M Golubitsky; V Guillemin
- Publisher
- Elsevier Science
- Year
- 1975
- Tongue
- English
- Weight
- 668 KB
- Volume
- 15
- Category
- Article
- ISSN
- 0001-8708
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π SIMILAR VOLUMES
The present work investigates the unilateral frictionless contact between a plate and a rigid obstacle. Two sets of problems are studied: a plate constrained through unilateral edge supports and a plate seating in its undeformed configuration at a given distance from a rigid support. The attention i
## Equivalence of Steinness and Validity of Oka's principle for subdomains of Stein manifolds Dedicated to the 30th Anniversary of the G.D.R. By JUR~EN LEITERER (Berlin, GDR) (Eingegangen am 20.9.1978) K. OKA [ll] proved in 1939 that every continuously solvable COUSIN-I1 problem on a domain of hol
The use of micromechanically based constitutive equations for contact interfaces leads to technically relevant parameters to ill-conditioned finite-element equations. In the paper an augmented Lagrangian technique is employed to overcome this difficulty and to provide a good converging algorithm.