On partial stabilization of nonlinear autonomous systems: Sufficient conditions and examples. - Alexander L. Zuyev (ECC, 2001)

Partial asymptotic stability and stabilization of nonlinear abstract differential equations. - Alexander Zuyev 001 (CDC, 2003)

Stability analysis of a wind engine model with elasticity. - A. Ya. Savchenko; Alexander Zuyev 001 (RoMoCo, 2004)

Partial asymptotic stabilization of nonlinear distributed parameter systems. - Alexander Zuyev 001 (Autom., 2005)

Stabilizability conditions in terms of critical Hamiltonians and symbols. - Bronislaw Jakubczyk; Alexander Zuyev 001 (Syst. Control. Lett., 2005)

Observer design for a flexible manipulator model with a payload. - Alexander Zuyev 001; Oliver Sawodny (CDC, 2006)

Approximate controllability and spillover analysis of a class of distributed parameter systems. - Alexander Zuyev 001 (CDC, 2009)

Approximate controllability of a rotating Kirchhoff plate model. - Alexander Zuyev 001 (CDC, 2010)

Optimal stabilization of nonlinear systems by an output feedback law in a critical case. - Victoria Grushkovskaya; Alexander Zuyev 001 (CDC, 2013)

Optimal Stabilization Problem With Minimax Cost in a Critical Case. - Victoria Grushkovskaya; Alexander Zuyev 001 (IEEE Trans. Autom. Control., 2014)

Time-varying stabilization of a class of driftless systems satisfying second-order controllability conditions. - Alexander Zuyev 001; Victoria Grushkovskaya; Peter Benner (ECC, 2016)

Exponential Stabilization of Nonholonomic Systems by Means of Oscillating Controls. - Alexander Zuyev 001 (SIAM J. Control. Optim., 2016)

Motion planning for control-affine systems satisfying low-order controllability conditions. - Alexander Zuyev 001; Victoria Grushkovskaya (Int. J. Control, 2017)

Obstacle Avoidance Problem for Second Degree Nonholonomic Systems. - Victoria Grushkovskaya; Alexander Zuyev 001 (CDC, 2018)

A family of extremum seeking laws for a unicycle model with a moving target: theoretical and experimental studies. - Victoria Grushkovskaya; Simon Michalowsky; Alexander Zuyev 001; Max May; Christian Ebenbauer (ECC, 2018)

On a class of generating vector fields for the extremum seeking problem: Lie bracket approximation and stability properties. - Victoria Grushkovskaya; Alexander Zuyev 001; Christian Ebenbauer (Autom., 2018)

Stabilization of non-admissible curves for a class of nonholonomic systems. - Victoria Grushkovskaya; Alexander Zuyev 001 (ECC, 2019)

On stabilization of nonlinear systems with drift by time-varying feedback laws. - Alexander Zuyev 001; Victoria Grushkovskaya (RoMoCo, 2019)

Partial stabilization of nonholonomic systems with application to multi-agent coordination. - Victoria Grushkovskaya; Alexander Zuyev 001 (ECC, 2020)

Approximating a flexible beam model in the Loewner framework. - Alexander Zuyev 001; Ion Victor Gosea (ECC, 2023)

A Dynamic Observer for a Class of Infinite-Dimensional Vibrating Flexible Structures. - Alexander Zuyev 001; Julia Kalosha (ECC, 2023)

Partial Stabilization of Nonlinear Systems along a Given Trajectory. - Victoria Grushkovskaya; Iryna Vasylieva; Alexander Zuyev 001 (ECC, 2024)

Stabilization of a Nonholonomic Car Model with Off-Hooked Trailers. - Alexander Zuyev 001; Victoria Grushkovskaya (MED, 2024)

Comparison of Time-Varying Stabilizing Strategies for a Kinematic Car Model: Numerical Simulations. - Alexander Zuyev 001; Victoria Grushkovskaya (RoMoCo, 2024)

Design of Stabilizing Feedback Controllers for High-Order Nonholonomic Systems. - Victoria Grushkovskaya; Alexander Zuyev 001 (IEEE Control. Syst. Lett., 2024)

Estimates of the Kolmogorov n-Width for Nonlinear Transformations With Application to Distributed-Parameter Control Systems. - Alexander Zuyev 001; Lihong Feng; Peter Benner (IEEE Control. Syst. Lett., 2024)

Periodic Optimal Control of a Plug Flow Reactor Model with an Isoperimetric Constraint. - Yevgeniia Yevgenieva; Alexander L. Zuyev; Peter Benner; Andreas Seidel-Morgenstern (J. Optim. Theory Appl., 2024)

Iterative Approximations of Periodic Trajectories for Nonlinear Systems With Discontinuous Inputs. - Alexander Zuyev 001; Peter Benner (IEEE Control. Syst. Lett., 2025)