24 citations · 134 across the 21 of their papers we have counts for
3 papers · 1 filter
A geometrically based criterion to avoid infimum-gaps in Optimal Control
Michele Palladino, Franco Rampazzo
In optimal control theory the expression infimum gap means a strictly negative difference between the infimum value of a given minimum problem and the infimum value of a new proble…
Necessary conditions involving Lie brackets for impulsive optimal control problems
M. Soledad Aronna, Monica Motta, Franco Rampazzo
We obtain higher order necessary conditions for a minimum of a Mayer optimal control problem connected with a nonlinear, control-affine system, where the controls range on an m-dim…
A Higher-order Maximum Principle for Impulsive Optimal Control Problems
M. Soledad Aronna, Monica Motta, Franco Rampazzo
We consider a nonlinear system, affine with respect to an unbounded control which is allowed to range in a closed cone. To this system we associate a Bolza type minimum problem…