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, to appear in Journal of Computational Dynamics, 2024
• 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)