DOI: 10.68381/jca13033 ISSN: 0944-6532
Tangential Regularity in the Space of Directional-Morphological Transitions
José Alberto Murillo Hernández
The space of directional-morphological transitions is analyzed and a tangential regularity result is established for the subset
\mathcal{V}
V
. This subset arises in a natural way when one considers viability problems where both, trajectories and constraints, are evolving in time governed by differential and morphological equations, respectively. Furthermore a control problem associated with this kind of evolutionary-morphological systems is studied.