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Robust Optimal Control of Linear-Type Dynamic Systems with Random Delays

Azhmyakov V.; Verriest E.I.; Guzman Trujillo L.A.; Lahaye S.; Delanoue N.

Advances in attractive ellipsoid method for robust control design

Azhmyakov V.; Mera M.; Juárez R.

A Novel Numerical Approach to the MCLP Based Resilent Supply Chain Optimization

Azhmyakov V.; Fernández-Gutiérrez J.P.; Gadi S.K.; Pickl S.

This paper deals with the Maximal Covering Location Problem (MCLP) for Supply Chain optimization in the presence of incomplete information. A specific linear-integer structure of a generic mathematical model for Resilient ...

On the Optimal Robust Time-Delay Robot Dynamics

Azhmyakov V.; Trujillo L.A.G.; Vargas M.G.F.

Consistent approximations of the zeno behaviour in affine-type switched dynamic systems

Azhmyakov V.

This paper proposes a new theoretic approach to a specific interaction of continuous and discrete dynamics in switched control systems known as a Zeno behaviour. We study executions of switched control systems with affine ...

On the Optimal Control of Multidimensional Dynamic Systems Evolving with State Suprema

Azhmyakov V.; Verriest E.I.; Guzman Trujillo L.A.; Pickl S.W.

Optimization of affine dynamic systems evolving with state suprema: New perspectives in maximum power point tracking control

Azhmyakov V.; Vemest E.I.; Trujillo L.A.G.; Valenzuela P.A.

Advances in optimal control of differential systems with the state suprema

Verriest E.I.; Azhmyakov V.

A separation method for maximal covering location problems with fuzzy parameters

Azhmyakov V.; Fernandez-Gutierrez J.P.; Pickl S.

Our paper discusses a novel computational approach to the extended Maximal Covering Location Problem (MCLP). We consider a fuzzy-type formulation of the generic MCLP and develop the necessary theoretical and numerical ...

On the minimax robust Kalman Filter: A bounded estimation resources approach

Azhmyakov V.; Castano N.; Arango J.P.; Graczyk P.; Murillo F.H.S.