Ji Li |
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ji.li at uconn dot edu Job Materials |
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Research I am a math Ph.D. student at UConn. My research interests are Topology and its applications. Currently I am working under Dr.Thomas J.Peters in Computational Topology, which integrates knot theory with applications to computer visualization. Articles Computational Topology Counterexamples with 3D Visualization of Bezier Curves. (Submitted). Preprint. Supplemental Materials. Brief Description. Ambient Isotopy under Subdivision.(To be submitted soon) Brief Description. Isotopy Convergence Theorem. Brief Description. Tubular Surfaces of Varying Radii. Brief
Description. J.Li, T.J.Peters and J.A.Roulier. Angular Convergence during Bezier Curve Approximation. Proceedings of The 27th European Workshop on Computational Geometry, pages 175-178, 2011. Teaching Experience University of Connecticut, Storrs, CT; Teaching Assistant, Fall 2008-Present: 2011-2012: Applied Linear Algebra (Syllabus) and Calculus IISummer 2011: Problem Solving 2010-2011: Calculus Ia (Syllabus) and Applied linear
Algebra (Syllabus)
Summer 2009: Tutored in the Center for Academic programs at
UConn
2008-2009: Graded
and
held
office
hours
for:
Mathematics
for business and economics, Geometry
Ohio University, Athens, OH; Teaching Assistant, Fall 2006-June 2008: 2007-2008: Algebra
2006-2007: Tutored and
Graded for classes: Pre-calculus, Calculus
Talks U.S. Switzerland Invited Seminar Germany Awards
Academic year Predoctoral Fellowship, The University of
Connecticut, 2012
Summer Predoctoral Fellowship, The University of Connecticut, 2010 Scholarships from Ohio University and UConn, Fall 2006 -
Present
Graduated from Xiamen University with undergraduate thesis honors, 2006 Software Engineering Scholarship, Xiamen University, Fall
2002 - June 2004
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