Clementina D. Mladenova

About

Clementina D. Mladenova is a pioneering researcher in robotics and geometric mechanics, with a career focused on the mathematical foundations of manipulator modeling and control. Her key research areas include robot dynamics, elastic joint manipulators, and the application of Lie group theory to configurational manifolds. Mladenova’s major contribution lies in her innovative use of vector parametrization of the SO(3) Lie group to treat robotic problems on a group-configurational manifold (Q_ct) rather than the standard configurational space Q. This approach, detailed in her most-cited work “Robotic problems over a configurational manifold of vector parameters and dual vector parameters” (1994, 12 citations), simplifies composition laws and enables more elegant solutions for manipulator dynamics and control. Her 1995 paper on automatic generation of dynamic equations for elastic joint manipulators in symbolic language (7 citations) advanced computational robotics. Mladenova’s work on dynamics and control of elastic joint robots (1996) and reactions at nonholonomic constraints (1993) further demonstrates her depth in analytical mechanics. Though her citation counts are modest, her theoretical contributions to geometric robotics remain foundational for researchers exploring Lie group methods in robot modeling.

Research Focus

Key Achievements

Top Papers

1. 1
   Robotic problems over a configurational manifold of vector parameters and dual vector parameters

   12 citations · 1994
2. 2
   An approach to automatic generation of dynamic equations of elastic joint manipulators in symbolic language

   7 citations · 1995
3. 3
   Dynamics and Control of Elastic Joint Robots on a Group Configurational Manifold

   2 citations · 1996
4. 4
   Robot modeling and control over extended configurational manifold

   2 citations · 2003
5. 5
   Reactions at Nonholonomic Constraints

   2 citations · 1993

Key Collaborators

Contact & Links