Conferences Organizer
4. Mini-Symposium Co-organizer (with Hengguang Li, C. D. Wickramasinghe). MS Topic: Recent Development in Numerical PDEs and their Applications.
Conference: The 2022 SIAM Great Lakes Section Annual Meeting, Detroit, MI, U.S., Wayne State University. Sep 24, 2022. (3 sessions, 10 talks)
3. Mini-Symposium Co-organizer (with Hailiang Liu, Songting Luo). MS Topic: Recent Development in Numerical PDEs and their Applications.
Conference: The 5th Annual Meeting of SIAM Central States Section, Ames, IA, U.S., Iowa State University. Oct 19-20, 2019. (4 sessions, 14 talks)
2. Mini-Symposium Co-organizer (with Hailiang Liu, Songting Luo). MS Topic: Recent Development in Numerical PDEs and Applications.
Conference: The 4th Annual Meeting of SIAM Central States Section, Norman, OK, U.S., University of Oklahoma. Oct 5-7, 2018. (3 sessions, 11 talks)
1. Vice-President of SIAM-ISU student chapter. Collaborated with the President on organizing weekly talks by faculty and students.
Ames, IA, U.S., Iowa State University. Aug. 2015 - Jul. 2016.
Talks
22. Implicit dynamical low rank discontinuous Galerkin methods for space homogeneous neutrino transport equations.
The Joint Mathematics Meetings. Boston, MA. Jan 4-7, 2023.
21. Implicit dynamical low rank discontinuous Galerkin methods for space homogeneous neutrino transport equations.
Xiangtan, Hunan, Xiangtan University. (Virtually). Dec 13, 2022.
20. Implicit dynamical low rank discontinuous Galerkin methods for space homogeneous neutrino transport equations.
The 5th Annual Meeting of the SIAM Texas-Louisiana Section. Houston, TX, University of Houston. Nov 4-6, 2022.
19. Implicit dynamical low rank discontinuous Galerkin methods for space homogeneous neutrino transport equations.
The 2022 SIAM Great Lakes Section Annual Meeting. Oak Ridge, TN, U.S., Oak Ridge National Laboratory. Oct 20, 2022.
18. Implicit dynamical low rank discontinuous Galerkin methods for homogeneous neutrino transport equations.
The 2022 SIAM Great Lakes Section Annual Meeting. Detroit, MI, Wayne State University. Sep 24, 2022.
17. An adaptive finite element method for two-dimensional elliptic equations with line Dirac sources.
Finite element circus. Gainesville, FL., University of Florida. (Virtually). April 8-9, 2022.
16. A C0 finite element method for the biharmonic problem with Navier boundary conditions
in a polygonal domain. Lubbock, TX, U.S., Texas Tech University. (Virtually). Nov 17, 2021.
15. A C0 finite element method for the biharmonic problem with Navier boundary conditions
in a polygonal domain. Oak Ridge, TN, U.S., Oak Ridge National Laboratory. (Virtually). Aug 20, 2021.
14. Regularity and finite element approximation for two-dimensional elliptic equations
with line Dirac sources. 8th European Congress of Mathematics - 8ECM. Portoroˇz, Slovenia.
(Virtually). June 20-26, 2021.
13. Unconditionally energy stable discontinuous Galerkin methods for a class of fourth
order gradient flows. The Great Lakes Section of SIAM. Oakland University, Rochester, Michigan,
U.S. (Virtually). April 24, 2021.
12. Regularity and finite element approximation for two-dimensional elliptic equations
with line Dirac sources. Finite element circus. (Virtually). April 9-10, 2021.
11. Regularity and finite element approximation for two-dimensional elliptic equations with
line Dirac sources. Ames, IA, U.S., Iowa State University. (Virtually). Feb 26, 2021.
10. A C0 finite element method for the biharmonic problem with Navier boundary conditions
in a polygonal domain. Ames, IA, U.S., Iowa State University. (Virtually). Feb 22, 2021.
9. A C0 finite element method for the biharmonic problem with Navier boundary conditions
in a polygonal domain. Detroit, MI, U.S., Wayne State University. (Virtually). Oct 27, 2020.
8. Efficient discontinuous Galerkin (DG) methods for time-dependent fourth order problems. Mount Pleasant, MI, U.S., Central Michigan University. Jan 24, 2020.
7. Unconditionally energy stable DG schemes for the Swift-Hohenberg equation. The
5th Annual Meeting of SIAM Central States Section, Ames, IA, U.S., Iowa State University. Oct
19-20, 2019.
6. A mixed discontinuous Galerkin method without interior penalty for time-dependent
fourth order problems. Midwest Numerical Analysis Day 2019, Chicago, Illinois, U.S., Illinois
Institute of Technology. April 20, 2019.
5. Mixed discontinuous Galerkin methods without interior penalty for time-dependent
fourth order problems. Washington, DC, U.S., The George Washington University. Mar 8, 2019.
4. A mixed discontinuous Galerkin method without interior penalty for time-dependent
fourth order problems. The 4th Annual Meeting of SIAM Central States Section, Norman, OK,
U.S., University of Oklahoma. Oct 5-7, 2018.
3. Error estimates for the iterative discontinuous Galerkin method to the nonlinear Poisson-Boltzmann equation. SIAM-ISU student chapter, Ames, IA, U.S., Iowa State University. Oct 13,
2017.
2. Error estimates for the iterative discontinuous Galerkin method to the nonlinear
Poisson-Boltzmann equation. Midwest Numerical Analysis Day 2017, Omaha, Nebraska, U.S.,
University of Nebraska at Omaha. April 22, 2017.
1. An iterative discontinuous Galerkin method for solving the Possion-Boltzmann equation.
SIAM-ISU student chapter, Ames, IA, U.S., Iowa State University. 2015.