Application of a result of Ioffe/Tichomirov to multidimensional control problems of Dieudonné-Rashevsky type
Contact the author: Please use for correspondence this email.
Submission date: 23. May. 2002 (revised version: May 2002)
MSC-Numbers: 49N15, 49K20
Keywords and phrases: multidimensional control problems, lagrange multiplier rule, regularization of nonconvex problems
Download full preprint: PDF (234 kB), PS ziped (226 kB)
Based on a theorem of Ioffe/Tichomirov, an -maximum principle for nonconvex multidimensional control problems is proved. In application to Dieudonné-Rashevsky type problems, the -optimality conditions known before are reproduced, and an additional complementarity condition is observed.