Titlebook: Hemivariational Inequalities; Applications in Mech Panagiotis D. Panagiotopoulos Book 1993 Springer-Verlag Berlin Heidelberg 1993 Different

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Dynamic Hemivariational Inequalities and Crack Problemsonal inequalities arising in crack problems. In this area the theory of hemivariational inequalities permits the formulation and study of new and very interesting engineering problems, as is the analysis of cracks which are repaired by an adhesive material. The dynamic hemivariational inequalities a

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Applications of the Theory of Hemivariational Inequalities in Robotics. We assume that the action of the support on each finger is described by a non-monotone possibly multivalued relationship, or more generally by a nonconvex superpotential law. A special case of the general problem studied is the grasping of a robot gripper with adhesive action, or the grasping of a

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Panagiotis D. Panagiotopouloshe country regarding cultural development, its position as a national cultural center was further consolidated, and it ranked first regarding the urban environment for innovation and entrepreneurship. Beijing’s city brand development, cultural brand, tourism brand, investment brand and brand communi

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The Method of Substationary Point Searchite number of variational inequalities (monotone problems). This is achieved if the epigraph(s) of the su-perpotential(s) involved can be split into convex parts. This is possible, e.g. in the onedimensional case, if the superpotential is the minimum of a finite number of convex functionals. After a