Theory and Related Minkowski Problems

Regularity of constraints and reduction in the Minkowski space Yang-Mills-Dirac theory.. Annales

A large class of interval problems from computational biol- ogy can be solved by maximizing a quasiconvex function over the points of a con- strained Minkowski sum.. As a

The purpose of this paper is to show clearly the analogy of some optimization problems with Spin Glass problems, and show how a mean-field theory can be

This paper deals with a generalization of a result of Geometric Measure Theory: if a rectifiable set is closed, then its Minkowski content is equal to its Hausdorff measure..

R˘adulescu, Existence and multiplicity of solutions for quasilinear nonhomogeneous problems: an Orlicz–Sobolev space setting, J. Rabinowitz, Minimax Methods in Critical Point

On approximation by translates and related problems in function theory 277 since both terms can be handled as in the preceding inequality.. Hence the properties of the

In light of Theorem 4.2 and Theorem 4.4, we introduce a family of ellipsoids in the framework of Orlicz Brunn–Minkowski theory, which is an extension of LYZ’s L p John

The L p -Minkowski problem, introduced by Lutwak [31], is an important generalization of the clas- sical Minkowski problem, and is a basic problem in the L p -Brunn–Minkowski theory