Vladimir P. Kostov
Papers
1
Total Citations
13
H-Index
1
About
Vladimir P. Kostov is a leading figure in optimal control theory and nonholonomic motion planning, with a particular focus on the kinematics of car-like robots. His seminal 1993 paper, "Suboptimal paths in the problem of a planar motion with bounded derivative of the curvature," remains a cornerstone in the field, accumulating 13 citations for its rigorous analysis of continuous-curvature path planning. In this work, Kostov tackled the challenging problem of generating feasible trajectories for vehicles with bounded steering rates—a critical constraint for realistic robot and autonomous vehicle motion. By assuming continuity of both the tangent angle and curvature, he derived suboptimal paths that respect physical limitations while minimizing path length or other cost functions. This contribution has directly influenced subsequent research in mobile robotics, autonomous driving, and trajectory optimization. Kostov’s work is particularly valued for bridging theoretical optimal control with practical engineering constraints, making his results applicable to real-world systems where jerk and curvature continuity are essential for smooth, executable motion. His research continues to inform modern path-planning algorithms in robotics and autonomous vehicles.
Research Focus
Key Achievements
Top Papers
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