Comparison of Interval and Ellipsoidal Bounds for the Errors of Vector Operations. - Felix L. Chernousko; Alexander I. Ovseevich; Yuri V. Tarabanko (LSSC, 2005)

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

Limit Behavior of Attainable Sets of Linear Systems. - Alexander I. Ovseevich (Computing, 2005)

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

Kalman filter and quantization. - Alexander I. Ovseevich (Probl. Inf. Transm., 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)

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)

Complexity of the Minimum-Time Damping of a Physical Pendulum. - Alexander I. Ovseevich (SIAM J. Control. Optim., 2014)

Motion of a system of oscillators under the generalized dry friction control. - Alexander I. Ovseevich; Aleksey K. Fedorov (Autom. Remote. Control., 2015)

Feedback control for damping a system of linear oscillators. - Alexander I. Ovseevich; Aleksey K. Fedorov (Autom. Remote. Control., 2015)

A Local Feedback Control Bringing a Linear System to Equilibrium. - Alexander I. Ovseevich (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)

Ribosome flow model with nonhomogeneous site sizes. - Eyal Bar-Shalom; Alexander I. Ovseevich; Michael Margaliot (CDC, 2019)

Ribosome Flow Model with Different Site Sizes. - Eyal Bar-Shalom; Alexander I. Ovseevich; Michael Margaliot (SIAM J. Appl. Dyn. Syst., 2020)

Robust Feedback Control for a Linear Chain of Oscillators. - Alexander I. Ovseevich; Igor Ananievski (J. Optim. Theory Appl., 2021)

A sufficient condition for k-contraction in Lurie systems. - Ron Ofir; Alexander I. Ovseevich; Michael Margaliot (CoRR, 2022)

Contraction and k-contraction in Lurie systems with applications to networked systems. - Ron Ofir; Alexander I. Ovseevich; Michael Margaliot (Autom., 2024)

Verifying $k$-Contraction Without Computing $k$-Compounds. - Omri Dalin; Ron Ofir; Eyal Bar-Shalom; Alexander I. Ovseevich; Francesco Bullo; Michael Margaliot (IEEE Trans. Autom. Control., 2024)

On Special Quadratic Lyapunov Functions for Linear Dynamical Systems With an Invariant Cone. - Omri Dalin; Alexander I. Ovseevich; Michael Margaliot (IEEE Trans. Autom. Control., 2024)