Reachable set approximation for measure driven dynamic control systems. - Elena V. Goncharova; V. Baturin; João Sousa 001; Fernando M. Lobo Pereira (CDC, 2002)

Limit Shapes of Reachable Sets for Linear Control Systems. - Elena V. Goncharova; Alexander I. Ovseevich (LSSC, 2005)

Asymptotic Theory of the Reachable Sets to Linear Periodic Impulsive Control Systems. - Elena V. Goncharova; Alexander I. Ovseevich (ICINCO-SPSMC, 2008)

Asymptotics for Singularly Perturbed Reachable Sets. - Elena V. Goncharova; Alexander I. Ovseevich (LSSC, 2009)

Asymptotics for Shapes of Singularly Perturbed Reachable Sets. - Elena V. Goncharova; Alexander I. Ovseevich (SIAM J. Control. Optim., 2011)

Optimization of Measure-Driven Hybrid Systems. - Elena V. Goncharova; Maxim V. Staritsyn (J. Optim. Theory Appl., 2012)

Limit Behavior of Reachable Sets of Linear Time-Invariant Systems with Integral Bounds on Control. - Elena V. Goncharova; Alexander I. Ovseevich (J. Optim. Theory Appl., 2013)

Optimal impulsive control problem with state and mixed constraints: The case of vector-valued measure. - Elena V. Goncharova; Maxim V. Staritsyn (Autom. Remote. Control., 2015)

Invariant Solutions of Differential Games with Measures: A Discontinuous Time Reparameterization Approach. - Elena V. Goncharova; Maxim V. Staritsyn (J. Optim. Theory Appl., 2015)

Small-Time Reachable Sets of Linear Systems with Integral Control Constraints: Birth of the Shape of a Reachable Set. - Elena V. Goncharova; Alexander I. Ovseevich (J. Optim. Theory Appl., 2016)

Relaxation and Optimization of Impulsive Hybrid Systems - Inspired by Impact Mechanics. - Elena V. Goncharova; Maxim V. Staritsyn (ICINCO (1), 2017)

On Complementarity Measure-driven Dynamical Systems. - Maxim V. Staritsyn; Elena V. Goncharova (ICINCO (Selected Papers), 2017)

On Connection between Two Conventional Types of Impulsive Control Systems in Respect of Sensitivity and Relaxation. - Elena V. Goncharova; Maxim V. Staritsyn (ECC, 2018)

Feedback Maximum Principle for a Class of Linear Continuity Equations Inspired by Optimal Impulsive Control. - Maxim V. Staritsyn; Nikolay Pogodaev; Elena V. Goncharova (MOTOR, 2021)

Optimal Impulsive Control Problems Motivated by Mechanical Systems With Vibrations and Blockable DOFs. - Elena V. Goncharova; Maxim V. Staritsyn; Fernando M. Lobo Pereira (IEEE Control. Syst. Lett., 2021)