Leslie Greengard

Program in Computational Biology New York University, New York, NY, United States 
Applied Mathematics, General, Computer Science
"Leslie Greengard"



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Vladimir Rokhlin grad student 1987 Yale (MathTree)
 (The Rapid Evaluation of Potential Fields in Particle Systems)


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Joseph F. Ethridge grad student 2000 NYU
Shidong Jiang grad student 2001 NYU
Marina Spivak grad student 2010 NYU
Andras Pataki grad student 2011 NYU
Kenneth L. Ho grad student 2012 NYU
Matthew H. Langston grad student 2012 NYU
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Barnett AH, Magland JF, Greengard LF. (2016) Validation of neural spike sorting algorithms without ground-truth information. Journal of Neuroscience Methods
Ambikasaran S, Foreman-Mackey D, Greengard L, et al. (2016) Fast Direct Methods for Gaussian Processes. Ieee Transactions On Pattern Analysis and Machine Intelligence. 38: 252-65
Epstein CL, Greengard L, Hagstrom T. (2016) On the stability of time-domain integral equations for acoustic wave propagation Discrete and Continuous Dynamical Systems- Series A. 36: 4367-4382
Gimbutas Z, Greengard L. (2016) A fast multipole method for the evaluation of elastostatic fields in a half-space with zero normal stress Advances in Computational Mathematics. 42: 175-198
Vico F, Ferrando M, Greengard L, et al. (2016) The Decoupled Potential Integral Equation for Time-Harmonic Electromagnetic Scattering Communications On Pure and Applied Mathematics. 69: 771-812
Gimbutas Z, Greengard L. (2015) Computational Software: Simple FMM Libraries for Electrostatics, Slow Viscous Flow, and Frequency-Domain Wave Propagation Communications in Computational Physics. 18: 516-528
Borges C, Greengard L. (2015) Inverse obstacle scattering in two dimensions with multiple frequency data and multiple angles of incidence Siam Journal On Imaging Sciences. 8: 280-298
Gimbutas Z, Greengard L, Veerapaneni S. (2015) Simple and efficient representations for the fundamental solutions of Stokes flow in a half-space Journal of Fluid Mechanics. 776
Greengard L, Hagstrom T, Jiang S. (2015) Extension of the Lorenz-Mie-Debye method for electromagnetic scattering to the time-domain Journal of Computational Physics. 299: 98-105
Epstein CL, Greengard L, O'Neil M. (2015) Debye Sources, Beltrami Fields, and a Complex Structure on Maxwell Fields Communications On Pure and Applied Mathematics. 68: 2237-2280
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