Gregory Beylkin
Affiliations: | Applied Mathematics | University of Colorado, Boulder, Boulder, CO, United States |
Area:
MathematicsGoogle:
"Gregory Beylkin"Children
Sign in to add traineeKristian H. Sandberg | grad student | 2003 | CU Boulder |
Christopher Kurcz | grad student | 2008 | CU Boulder |
David J. Biagioni | grad student | 2012 | CU Boulder |
Matthew Reynolds | grad student | 2012 | CU Boulder |
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Publications
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Sharma S, White AF, Beylkin G. (2022) Fast Exchange with Gaussian Basis Set Using Robust Pseudospectral Method. Journal of Chemical Theory and Computation |
Beylkin G, Sharma S. (2021) A fast algorithm for computing the Boys function. The Journal of Chemical Physics. 155: 174117 |
Sharma S, Beylkin G. (2021) Efficient Evaluation of Two-Center Gaussian Integrals in Periodic Systems. Journal of Chemical Theory and Computation |
Anderson J, Harrison RJ, Sundahl B, et al. (2020) Real-space quasi-relativistic quantum chemistry Computational and Theoretical Chemistry. 1175: 112711 |
Beylkin G, Monzón L, Yang X. (2019) Adaptive algorithm for electronic structure calculations using reduction of Gaussian mixtures Proceedings of the Royal Society a: Mathematical, Physical and Engineering Sciences. 475: 20180901 |
Mitchell MS, Miecnikowski MT, Beylkin G, et al. (2019) Efficient Fourier basis particle simulation Journal of Computational Physics. 396: 837-847 |
Beylkin G, Monzón L, Yang X. (2019) Reduction of multivariate mixtures and its applications Journal of Computational Physics. 383: 94-124 |
Beylkin G, Monzón L, Satkauskas I. (2019) On computing distributions of products of non-negative independent random variables Applied and Computational Harmonic Analysis. 46: 400-416 |
Beylkin G, Monzón L, Satkauskas I. (2019) On computing distributions of products of random variables via Gaussian multiresolution analysis Applied and Computational Harmonic Analysis. 47: 306-337 |
Reynolds MJ, Beylkin G, Doostan A. (2017) Optimization via separated representations and the canonical tensor decomposition Journal of Computational Physics. 348: 220-230 |