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Jason Kaye
Jason Kaye
Flatiron Institute, Simons Foundation
Verified email at flatironinstitute.org - Homepage
Title
Cited by
Cited by
Year
Fast prediction and evaluation of gravitational waveforms using surrogate models
SE Field, CR Galley, JS Hesthaven, J Kaye, M Tiglio
Physical Review X 4 (3), 031006, 2014
2092014
A Gaussian-like immersed-boundary kernel with three continuous derivatives and improved translational invariance
Y Bao, J Kaye, CS Peskin
Journal of Computational Physics 316, 139-144, 2016
572016
Low rank compression in the numerical solution of the nonequilibrium Dyson equation
J Kaye, D Gole¾
SciPost Physics 10 (4), 091, 2021
332021
Discrete Lehmann representation of imaginary time Green's functions
J Kaye, K Chen, O Parcollet
Physical Review B 105 (23), 235115, 2022
312022
Learning feynman diagrams with tensor trains
YN Fernández, M Jeannin, PT Dumitrescu, T Kloss, J Kaye, O Parcollet, ...
Physical Review X 12 (4), 041018, 2022
242022
libdlr: Efficient imaginary time calculations using the discrete Lehmann representation
J Kaye, K Chen, HUR Strand
Computer Physics Communications 280, 108458, 2022
172022
A posteriori error estimator for adaptive local basis functions to solve Kohn–Sham density functional theory
J Kaye, L Lin, C Yang
Communications in Mathematical Sciences 13 (7), 1741 – 1773, 2015
152015
A fast solver for the narrow capture and narrow escape problems in the sphere
J Kaye, L Greengard
Journal of Computational Physics: X 5, 100047, 2020
112020
Transparent Boundary Conditions for the Time-Dependent Schr\" odinger Equation with a Vector Potential
J Kaye, L Greengard
arXiv preprint arXiv:1812.04200, 2018
82018
A fast time domain solver for the equilibrium Dyson equation
J Kaye, H UR Strand
Advances in Computational Mathematics 49 (4), 63, 2023
72023
A fast, high-order numerical method for the simulation of single-excitation states in quantum optics
JG Hoskins, J Kaye, M Rachh, JC Schotland
Journal of Computational Physics 473, 111723, 2023
72023
A High‐Order Integral Equation‐Based Solver for the Time‐Dependent Schrödinger Equation
J Kaye, A Barnett, L Greengard
Communications on Pure and Applied Mathematics 75 (8), 1657-1712, 2022
62022
The interpolation of gravitational waveforms
J Kaye, JS Hesthaven
Thesis, Brown University, 2012, www. dam. brown. edu/scicomp/reports/2013-8, 2012
62012
Low-rank Green's function representations applied to dynamical mean-field theory
N Sheng, A Hampel, S Beck, O Parcollet, N Wentzell, J Kaye, K Chen
Physical Review B 107 (24), 245123, 2023
42023
Eliminating artificial boundary conditions in time-dependent density functional theory using Fourier contour deformation
J Kaye, A Barnett, L Greengard, U De Giovannini, A Rubio
Journal of chemical theory and computation 19 (5), 1409-1420, 2023
32023
Decomposing imaginary time Feynman diagrams using separable basis functions: Anderson impurity model strong coupling expansion
J Kaye, HUR Strand, D Gole¾
arXiv preprint arXiv:2307.08566, 2023
22023
Analysis of single-excitation states in quantum optics
J Hoskins, J Kaye, M Rachh, J Schotland
arXiv preprint arXiv:2110.07049, 2021
22021
Automatic, high-order, and adaptive algorithms for Brillouin zone integration
J Kaye, S Beck, A Barnett, L Van Muñoz, O Parcollet
SciPost Physics 15 (2), 062, 2023
12023
Learning Feynman Diagrams with Tensor Trains
O Parcollet
Phys Rev 10 (12), 041018, 2022
12022
Integral equation-based numerical methods for the time-dependent Schrödinger equation
J Kaye
Ph. D. Thesis, 2020
12020
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Articles 1–20