<--- Back to Details
First PageDocument Content
Vladimir Rokhlin /  Jr. / Leslie Greengard / Leroy P. Steele Prize / Harry Kesten / Fast multipole method / Richard P. Stanley / Vladimir Abramovich Rokhlin / Percolation / Herbert Wilf / Mathematics / Academia / Science
Date: 2001-03-09 11:21:54
Vladimir Rokhlin
Jr.
Leslie Greengard
Leroy P. Steele Prize
Harry Kesten
Fast multipole method
Richard P. Stanley
Vladimir Abramovich Rokhlin
Percolation
Herbert Wilf
Mathematics
Academia
Science

Add to Reading List

Source URL: www.ams.org

Download Document from Source Website

File Size: 68,58 KB

Share Document on Facebook

Similar Documents

Newsletter Departments of Mathematics and Computer Science, and the Center for Atmosphere-Ocean Science at New York University Pictured: Leslie Greengard, Percy Deift, Peter Lax Volume 7, No. 1

DocID: 1jPPw - View Document

Norwegian Academy of Science and Letters / Paul Greengard / The Scripps Research Institute / Rockefeller University / Vincent Astor / Postdoctoral research / Leslie B. Vosshall / Academia / Rockefeller family / Science

benchmarks THE COMMUNITY NEWSLETTER OF THE ROCKEFELLER UNIVERSITY announcements FRIDAY, DECEMBER 7, 2007

DocID: 1aRSN - View Document

Computational science / Numerical analysis / Leslie Greengard / Science / Fast multipole method / Applied mathematics / Academia / Mathematics / Vladimir Rokhlin /  Jr.

Algorithm master awarded William Benter Prize 2014 by Karen Cheng Source: CityU NewsCenter A master in algorithm who has advanced the frontiers of computational mathematics and engineering has been awarded the William Be

DocID: XwEd - View Document

A fast solver for multi-particle scattering in a layered medium Jun Lai, Motoki Kobayashi, Leslie Greengard∗ Courant Institute, New York University and Simons Center for Daya Analysis, USA Email: [removed]

DocID: Xa9T - View Document

Integral transforms / Harmonic functions / Differential equations / Transforms / Laplace transform / Wave equation / State space / Fourier transform / Partial differential equation / Mathematical analysis / Calculus / Fourier analysis

Journal of Computational Physics 180, 270–[removed]doi:[removed]jcph[removed]Nonreflecting Boundary Conditions for the Time-Dependent Wave Equation Bradley Alpert,∗,1 Leslie Greengard,†,2 and Thomas Hagstrom‡,

DocID: hYjv - View Document