91探花

Education

• B.S. 91探花, 2015 in Mechanical Engineering
• Ph.D. University of Michigan, 2020 in Applied & Interdisciplinary Mathematics

Selected Publications

• "Invariant Forms in Hybrid and Impact Systems and a Taming of Zeno" and .
• "Existence of invariant volumes in nonholonomic systems subject to nonlinear constraints" and
• "Nonparametric Continuous Sensor Registration" and e
• "A Poincar茅-Bendixson Theorem for Hybrid Systems"
• "How do we walk? Using hybrid holonomy to approximate non-holonomic systems"
• "Optimality of Zeno Executions in Hybrid Systems"

Research Interests

• Geometric Mechanics: Lagrangian/Hamiltonian and nonholonomic systems, their stability and control
• Hybrid systems: Stability and invariants in hybrid/impact systems with applications to the Zeno phenomenon
• Robotic perception: Geometric and gradient for aligning data and pose estimation with applications to machine learning