R
Richard J. Fateman
Researcher at University of California, Berkeley
Publications - 75
Citations - 2256
Richard J. Fateman is an academic researcher from University of California, Berkeley. The author has contributed to research in topics: Symbolic computation & Lisp. The author has an hindex of 18, co-authored 75 publications receiving 2053 citations. Previous affiliations of Richard J. Fateman include Massachusetts Institute of Technology.
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IEEE Standard for Floating-Point Arithmetic
Dan Zuras,M. F. Cowlishaw,Alex Aiken,Matthew Applegate,David H. Bailey,Steve Bass,Dileep Bhandarkar,Mahesh Bhat,David Bindel,Sylvie Boldo,Stephen Canon,Steven R. Carlough,Marius Cornea,John H. Crawford,Joseph D. Darcy,Debjit Das Sarma,Marc Daumas,Bob Davis,Mark Davis,Dick Delp,James Demmel,Mark A. Erle,Hossam A. H. Fahmy,J. P. Fasano,Richard J. Fateman,Eric Feng,Warren E. Ferguson,Alex Fit-Florea,Laurent Fournier,Chip Freitag,Ivan Godard,Roger A. Golliver,David Gustafson,Michel Hack,John R. Harrison,John Hauser,Yozo Hida,Chris N. Hinds,Graydon Hoare,David G. Hough,Jerry Huck,Jim Hull,Michael Ingrassia,David V. James,Rick James,William Kahan,John Kapernick,Richard Karpinski,Jeff Kidder,Plamen Koev,Ren-Cang Li,Zhishun A. Liu,Raymond Mak,Peter Markstein,David W. Matula,Guillaume Melquiond,Nobuyoshi Mori,Ricardo Morin,Ned Nedialkov,Craig Nelson,Stuart Oberman,Jon Okada,Ian Ollmann,Michael Parks,Tom Pittman,Eric Postpischil,Jason Riedy,Eric M. Schwarz,David Scott,Don Senzig,Ilya Sharapov,Jim Shearer,Michael Siu,Ron Smith,Chuck Stevens,Peter Tang,Pamela J. Taylor,James W. Thomas,Brandon Thompson,Wendy Thrash,Neil Toda,Son Dao Trong,Leonard Tsai,Charles Tsen,Fred Tydeman,Liang Wang,Scott Westbrook,Steve Winkler,Anthony Wood,Umit Yalcinalp,Fred Zemke,Paul Zimmermann +91 more
Proceedings ArticleDOI
The MACSYMA system
W. A. Martin,Richard J. Fateman +1 more
TL;DR: MACSYMA is a system for symbolic manipulation of algebraic expressions which is being developed at Project MAC and makes extensive use of the power of its rational function subsystem.
Journal ArticleDOI
Optical Character Recognition and Parsing of Typeset Mathematics1
TL;DR: This work intends to encode character information, for use by computer algebra systems, integral tables and other documents currently available in hardcopy only, to extract character information from these documents, which is then passed to higher-level parsing routines for further extraction of mathematical content.
Journal ArticleDOI
A review of mathematica
TL;DR: The Mathematica computer system is reviewed from the perspective of its contributions to symbolic and algebraic computation, as well as its stated goals.
Journal ArticleDOI
Comparing the speed of programs for sparse polynomial multiplication
TL;DR: A number of design options and their effects on performance are described and a single easily-stated computation is described which is believed to represent a useful benchmark of "medium difficulty" for CAS designs.