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Mathematics

D-Index
45
Citations
12276
World Ranking
1430
National Ranking
47

Overview

Peter Borwein was affiliated with Simon Fraser University in Canada during their academic career. The scientist contributed to research primarily as a faculty member at this institution.

Details about recent papers, frequent co-authors, and main fields or subfields of study are not available to specify particular research areas or collaborations.

No records indicate publications in specific venues, and there are no listed book publications associated with Peter Borwein.

Information about main topics of work and awards won by the scientist is not present in the source data.

Peter Borwein was known within the academic community for their involvement in research activities at Simon Fraser University until their passing.

Best Publications

  • Pi and the AGM: A Study in Analytic Number Theory and Computational Complexity

    Jonathan M. Borwein;Peter B. Borwein

  • Polynomials and Polynomial Inequalities

    Peter B. Borwein;Tamás Erdélyi

  • Pi and the AGM

    Richard Askey;Jonathan M. Borwein;Peter B. Borwein

  • Modular Equations and Approximations to π

    Lennart Berggren;Jonathan Borwein;Peter Borwein

  • On the rapid computation of various polylogarithmic constants

    David Bailey;Peter Borwein;Simon Plouffe

  • Pi: A Source Book

    Lennart Berggren;Jonathan Borwein;Peter Borwein

  • Pi and the AGM--A Study of Analytic Number Theory and Computational Complexity.

    Bruce C. Berndt;Jonathan M. Borwein;Peter B. Borwein

  • The Riemann Hypothesis

    Peter Borwein;Stephen Choi;Brendan Rooney;Andrea Weirathmueller

  • A cubic counterpart of Jacobi’s identity and the AGM

    Jonathan M. Borwein;Peter Borwein

  • The Riemann Hypothesis: A Resource for the Afficionado and Virtuoso Alike

    Peter Borwein;Stephen Choi;Brendan Rooney;Andrea Weirathmueller

  • Computational Excursions in Analysis and Number Theory

    Peter Borwein

  • Some cubic modular identities of Ramanujan

    Jonathan M. Borwein;Peter Borwein;F.G. Garvan

  • Ramanujan, modular equations, and approximations to Pi or how to compute one billion digits of Pi

    J. M. Borwein;P. B. Borwein;D. H. Bailey

  • A complete description of Golay pairs for lengths up to 100

    Peter B. Borwein;R. A. Ferguson

  • The quest for PI

    David H. Bailey;Jonathan M. Borwein;Peter B. Borwein;Simon Plouffe

  • A survey of Sylvester's problem and its generalizations

    P. Borwein;W. O. J. Moser

  • Polyphase sequences with low autocorrelation

    P. Borwein;R. Ferguson

  • LITTLEWOOD-TYPE PROBLEMS ON [0,1]

    Peter Borwein;Tamás Erdélyi;Géza Kós

  • The Arithmetic-Geometric Mean and Fast Computation of Elementary Functions

    Jonathan M. Borwein;Peter Borwein

  • Müntz systems and orthogonal Müntz-Legendre polynomials

    Peter Borwein;Tamás Erdélyi;John Zhang

  • Chebyshev polynomials: From approximation theory to algebra and number theory

    Peter B Borwein

Frequent Co-Authors

Jonathan M. Borwein
Jonathan M. Borwein University of Newcastle Australia
David H. Bailey
David H. Bailey Lawrence Berkeley National Laboratory
David W. Boyd
David W. Boyd University of British Columbia
Edward B. Saff
Edward B. Saff Vanderbilt University
Robert M. Corless
Robert M. Corless University of Western Ontario
Richard Askey
Richard Askey University of Wisconsin–Madison
Heinz H. Bauschke
Heinz H. Bauschke University of British Columbia
Henry Wolkowicz
Henry Wolkowicz University of Waterloo
Elpiniki I. Papageorgiou
Elpiniki I. Papageorgiou University Of Thessaly
Andrew Sixsmith
Andrew Sixsmith Simon Fraser University

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