NATIONAL TSING HUA UNIVERSITY

• Advanced Linear Algebra, Fall 2022 (11110MATH331000)
• Calculus I, Fall 2022 (11110MATH103008)
• Comparison of Various Methods in Deformation Quantization, Summer 2022 (NCTS Undergraduate Summer Research Program)
• Complex Analysis, Spring 2022 (11020MATH305000)
• Disquisition, Spring 2022 (11020MATH717200)
• Algebraic Topology, Fall 2021 (11010MATH552500)
• Disquisition, Fall 2021 (11010MATH717200)
• Calculus I, Spring 2021 (10920MATH101000)

PENN STATE UNIVERSITY

MATH 220: MATRICES (2013 - 2018): linear systems, vectors, linear transformations, invertibility of matrix, dimension, basis, determinants, eigenvalues/vectors, diagonalization, inner product and orthogonality.

MATH 251: ODE AND PDE (Spring 2015): First- and second-order ODE's, ODE's with constant coefficients, Laplace transform solutions, systems of ODE's, 1-dim'l 2nd order heat eq's.

PUBLICATIONS/PREPRINTS

• Atiyah classes and Todd classes of pullback dg Lie algebroids associated with Lie pairs; arXiv:2211.03273, 2022
• (with Seokbong Seol) Keller admissible triples and Duflo theorem; arXiv:2109.06413, 2021
• (with Kai Behrend and Ping Xu) Derived differentiable manifolds; arXiv:2006.01376, 2020
• (with Mathieu Stiénon and Ping Xu) Formality and Kontsevich–Duflo type theorems for Lie pairs; Adv. Math., 2019
• (with Mathieu Stiénon) Formal exponential map for graded manifolds; IMRN, 2019
• (with Mathieu Stiénon and Ping Xu) Formality theorem for differential graded manifolds; Comptes Rendus Math, 2018
• (with Mathieu Stiénon and Ping Xu) Formality theorem for g-manifolds; Comptes Rendus Math, 2017
• (with Jyh-Haur Teh) Semi-topological Galois theory; Algebra Colloq, 2015.

DISSERTATION

• FORMALITY AND KONTSEVICH–DUFLO THEOREM, 2018

LISTS FROM OTHER WEBSITES

• arXiv
• Google Scholar
• MathSciNet
• Research Gate 
• youtube playlist