By Eugene L. Allgower, Klaus Böhmer, Mei Zhen (auth.), Prof. Dr. Eugene L. Allgower, Prof. Dr. Klaus Böhmer, Prof. Dr. Martin Golub
Symmetry is a estate which happens all through nature and it really is for this reason normal that symmetry might be thought of while trying to version nature. in lots of circumstances, those types also are nonlinear and it's the learn of nonlinear symmetric versions that has been the root of a lot fresh paintings. even though systematic reviews of nonlinear difficulties might be traced again not less than to the pioneering contributions of Poincare, this continues to be a space with demanding difficulties for mathematicians and scientists. Phenomena whose versions express either symmetry and nonlinearity bring about difficulties that are demanding and wealthy in complexity, attractiveness and application. in recent times, the instruments supplied through workforce conception and illustration concept have confirmed to be powerful in treating nonlinear difficulties related to symmetry. by way of those skill, hugely advanced occasions will be decomposed right into a variety of easier ones that are already understood or are no less than more straightforward to deal with. within the realm of numerical approximations, the systematic exploitation of symmetry through crew repre sentation idea is much more contemporary. within the desire of stimulating interplay and acquaintance with effects and difficulties within the numerous fields of purposes, bifurcation thought and numerical research, we prepared the convention and workshop Bifurcation and Symmetry: go affects among arithmetic and functions in the course of June 2-7,8-14, 1991 on the Philipps collage of Marburg, Germany.
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