# Search results for: Boris Mordukhovich

Journal of Optimization Theory and Applications > 2019 > 182 > 2 > 439-472

Lecture Notes in Control and Information Sciences > Optimal Control, Stabilization and Nonsmooth Analysis > 73-83

*P*) governed by

*differential-algebraic inclusions:*minimize $J [ x, z ] := \varphi ( x ( a ) , x( b )) + \int^ b_ a f ( x ( t ) , x( t - \Delta), \dot z ( t ) , t) dt$ (1) subject to the constraints $\dot z ( t ) \in F ( x ( t ) , x( t - \Delta), t),~~$ a.e. $t \in [ a, b ]$, (2) $z (...

Lecture Notes in Control and Information Sciences > Optimal Control, Stabilization and Nonsmooth Analysis > 73-83

*P*) governed by

*differential-algebraic inclusions:*minimize $J [ x, z ] := \varphi ( x ( a ) , x( b )) + \int^ b_ a f ( x ( t ) , x( t - \Delta), \dot z ( t ) , t) dt$ (1) subject to the constraints $\dot z ( t ) \in F ( x ( t ) , x( t - \Delta), t),~~$ a.e. , (2) $z ( t ) = x ( t ) +...

Optimization Letters > 2013 > 7 > 5 > 839-853

*smallest enclosing circle problem*introduced in the...

IEEE Control Systems > 2011 > 31 > 6 > 176 - 177

Journal of Optimization Theory and Applications > 2011 > 148 > 3 > 431-454

*n*closed subsets of a Banach space, find such a point for which the sum of its distances to these sets is minimal. This problem can be viewed as an extension of the celebrated Fermat-Torricelli problem: given three points on the plane,...

Applied Mathematics and Computation > 2008 > 204 > 2 > 580-588

American Control Conference > 1993 > 30 > 466 - 467