Publication

Preprints

J. Hu, S. Q. Van Fleet, A. T. S. Wan, Fully discrete entropy-dissipative and conservative particle methods for the aggregation-diffusion and Landau equations, 22 pages, arXiv:2407.00533
G. McGregor and A. T. S. Wan, Conservative Hamiltonian Monte Carlo, 24 pages, arXiv:2206.06901

Journal Articles

E. Schulz and A. T. S. Wan, Minimal l2 Norm Discrete Multiplier Method, Journal of Computational Dynamics, 2025, 12(2): 212-238
A. Hirani, A. T. S. Wan, N. Wojtalewicz, Conservative Integrators for Piecewise Smooth Systems with Transversal Dynamics, Journal of Computational Dynamics, 2024, 11(2): 135-152
C. Gomerzano, J.-C. Nave, A. T. S. Wan, Conservative Integrators for Vortex Blob Methods on the Plane, Journal of Computational Physics (2022), Volume 469, 111357
A. T. S. Wan, A. Bihlo, J.-C. Nave, Conservative integrators for many–body problems, Journal of Computational Physics (2022), Volume 466, 111417
G. McGregor, J. Tippett, A. T. S. Wan, M. X. Wang and S. Wong, Comparing regional and provincial-wide COVID-19 models with physical distancing in British Columbia, AIMS Mathematics (2022), Volume 7, Issue 4: 6743-6778
A. T. S. Wan and Marc Laforest, A posteriori error estimation for the p-curl problem, SIAM Journal of Numerical Analysis, 58-1 (2020), 460–491
A. T. S. Wan and J.-C. Nave, On the arbitrarily long-term stability of conservative methods, SIAM Journal of Numerical Analysis, 56-5 (2018), 2751–2775
A. T. S. Wan, A. Bihlo and J.-C. Nave. Conservative methods for dynamical systems, SIAM Journal of Numerical Analysis 55-5 (2017), 2255–2285
A. T. S. Wan, A. Bihlo and J.-C. Nave. The multiplier method to construct conservative finite difference schemes for ordinary and partial differential equations, SIAM Journal of Numerical Analysis 54-1 (2016), 86–119
Mikitik G.P., Mawatari Y., Wan A. T. S. and Sirois F. Analytical Methods and Formulas for Modeling High Temperature Superconductors, IEEE Transactions on Applied Superconductivity, 23-2, pp. 8001920 (2013)
A. T. S. Wan, M. H. S. Amin and S. X. Wang. Landau-Zener transitions in the presence of spin environment, International Journal of Quantum Information 7 (4): 725–737 (2009)