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Experimental mathematics / David H. Bailey / Computer arithmetic / Integer relation algorithm / Bailey–Borwein–Plouffe formula / Approximations of π / Peter Borwein / Floating point / Jonathan Borwein / Mathematics / Pi / Integer sequences


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City

Natick / /

Company

Hewlett-Packard / MKM Interest Group / Amdahl / Lawrence Berkeley National Laboratory / /

Country

Japan / /

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Facility

University of Pittsburgh / Dalhousie University / University of Tokyo / Fraser University / /

IndustryTerm

parallel computing / mathematical computing problems / conventional devices / theoretical and technological solutions / theorem-proving systems / active tool / software technology / computational algorithms / online tools / parallel processing / much more comprehensive and powerful software / computer technology / integer relation algorithm / interconnection network / faster algorithms / present-day mathematical software / computer systems / Internet browser / mathematical computing facilities / nanotube-based memory devices / parallel computer technology / computer-based mathematical tools / integer relation algorithms / computer technology doubles / quantum computing / parallel computer systems / /

Organization

Faculty of Computer Science / U.S. Department of Energy / Teachers of Mathematics / University of Tokyo / office of Computational and Technology Research / University of Pittsburgh / American Mathematical Society / US Federal Reserve / Division of Mathematical / Information / and Computational Sciences / Fraser University / Dalhousie University / /

Person

Jonathan M. Borwein / Peter Borwein / Peter B. Borwein / Clement Lam / Richard Crandall / Roland Girgensohn / Thomas Hales / David J. Broadhurst / Vishal Kapoor / Gordon Moore / Colin Percival / David H. Bailey / David Hilbert / Jason Papadoupoulos / Ernst Mayer / Richard E. Crandall / Simon Plouffe / Herbert Simons / Eric Weisstein / Elinor Mills Abreu / /

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Position

Canada Research Chair / editor / mathematician / Governor / Director / /

ProgrammingLanguage

Mathematica / /

ProvinceOrState

Massachusetts / /

PublishedMedium

Notices of the American Mathematical Society / Mathematics of Computation / Annals of Mathematics / American Mathematical Monthly / /

Technology

software technology / faster algorithms / underlying integer relation algorithms / optical character recognition / integer relation algorithm / PSLQ algorithm / operating system / computer technology / OCR / Knowledge Management / integer relation algorithms / parallel computer technology / parallel processing / /

URL

http /

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