15 research outputs found
Conjugate times and regularity of the minimum time function with differential inclusions
Get PDFThis paper studies the regularity of the minimum time function, ,
for a control system with a general closed target, taking the state equation in
the form of a differential inclusion. Our first result is a sensitivity
relation which guarantees the propagation of the proximal subdifferential of
along any optimal trajectory. Then, we obtain the local regularity of
the minimum time function along optimal trajectories by using such a relation
to exclude the presence of conjugate times
Mechanism of the catalytic decomposition of cumyl hydroperoxide inhibited by 2-methylpropanol-1
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The Middle and Upper Eocene sections of the Omsk trough, West Siberian Platform: Palynological, stratigraphic, hydrologic, and climatic aspects
No full textUpper Campanian-lower Maastrichtian planktonic foraminifers and biostratigraphy of the Moni Formation, southern Cyprus
No full textOn relations of the adjoint state to the value function for optimal control problems with state constraints
No full textOn differential games with long-time-average cost
No full textThe paper deals with the ergodicity of deterministic zero-sum differential games with long-time-average cost. Some new sufficient conditions are given, as well as a class of games that are not ergodic. In particular, we settle the issue of ergodicity for the simple games whose associated Isaacs equation is a convex-concave eikonal equation
