- Experiencing Experimental Mathematics In the short time since the first edition of Mathematics
- Implications of Experimental Mathematics for the Philosophy of Mathematics1
- Aesthetics for the Working Mathematician Jonathan M. Borwein
- CLOSED FORMS: WHAT THEY ARE AND WHY WE CARE JONATHAN M. BORWEIN AND RICHARD E. CRANDALL
- Intro Combinatorics Analysis Probability Open Problems Short Walks and Ramble Integrals: the Arithmetic
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- Around 250 BCE, Archimedes of Syracuse (287212 BCE) was the first to show that
- Entropy Descent & Search Theory Numbers Open Compressed Sensing: a Subgradient Descent
- Jonathan Borwein, FRSC www.carma.newcastle.edu.au/~jb616 Laureate Professor University of Newcastle, NSW
- International Mathematics in the 21st Century
- Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein Canada Research Chair in Collaborative Technology
- Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein Canada Research Chair in Collaborative Technology
- What are Bessel Functions? Why do we care?
- Finding Funding in the Sciences (and Engineering)
- Effective Laguerre asymptotics , Jonathan M. Borwein
- HIGH PERFORMANCE MATHEMATICS and its MANAGEMENT Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein
- Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein Canada Research Chair in Collaborative Technology
- What is HIGH PERFORMANCE (Pure) MATHEMATICS?
- What is HIGH PERFORMANCE MATHEMATICS? Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein
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- ACCESS: Who gets what access, when and how? John Ball, President IMU
- Experimental (Computational) Mathematics Philosophical Implications
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- Log-sine evaluations of Mahler measures This paper is dedicated to the memory of Alf van der Poorten
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- Three-Step and Four-Step Random Walk Integrals Jonathan M. Borwein
- Stability of closedness of convex cones under linear mappings II
- Future Challenges for Variational Analysis Jonathan M. Borwein
- Exploratory Experimentation: Digitally-Assisted Discovery and Proof
- Contemporary Mathematics Experimental computation with oscillatory integrals
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- Second Order Cones for Maximal Monotone Operators via Representative Functions
- Resolution of the Quinn-Rand-Strogatz constant of nonlinear physics
- Surprising Sinc Sums and Integrals Robert Baillie, David Borwein, and Jonathan M. Borwein
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- MAXIMALITY OF SUMS OF TWO MAXIMAL MONOTONE OPERATORS IN GENERAL BANACH SPACE
- MATHEMATICS OF COMPUTATION Volume 00, Number 0, Pages 000000
- Fitzpatrick functions, cyclic monotonicity and Rockafellar's antiderivative
- THIRTY-TWO GOLDBACH VARIATIONS JONATHAN M. BORWEIN AND DAVID M. BRADLEY
- Implications of Experimental Mathematics for the Philosophy of Mathematics1
- AARMS Director Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein
- TWENTY-EIGHT GOLDBACH VARIATIONS JONATHAN M. BORWEIN AND DAVID M. BRADLEY
- Basic structure of DC functions Examples of DC functions
- Coast-to-Coast Seminar: Background, History, and Practice
- Peter Borwein Revisited A brother's retrospective
- Boundedness, Differentiability and Extensions of Convex Functions
- Jonathan Borwein, Matthew Skerritt An Introduction to Modern
- Symbolic Computation of Fenchel Conjugates In honour of Alfred Auslender
- An explicit non-expansive function whose subdifferential is the entire dual ball
- Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein Canada Research Chair in Collaborative Technology
- Uniform Bounds for the Incomplete Complementary Gamma Function JONATHAN M. BORWEIN1
- 1 Introduction . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 1 1.1 Introduction . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 1
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- Communicating Mathematics in the Digital Era
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- INFIMAL CONVOLUTIONS AND LIPSCHITZIAN PROPERTIES OF SUBDIFFERENTIALS FOR PROX-REGULAR FUNCTIONS
- Jonathan Borwein, FRSC www.carma.newcastle.edu.au/~jb616 Laureate Professor University of Newcastle, NSW
- Jonathan Borwein, FRSC FAAAS FAA www.carma.newcastle.edu.au/~jb616
- EULER-BOOLE SUMMATION REVISITED 1. Introduction.
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- Thirty-two Goldbach Variations Jonathan M. Borwein, FRSC
- SIAM REVIEW by Jonathan M. Borwein, Professor Laureate School of Mathematical & Physical Sciences
- Effective Error Bounds in Euler-Maclaurin-Based Quadrature Schemes
- For maximally monotone linear relations, dense type, negative-infimum type, and Fitzpatrick-Phelps type all
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- Jonathan Borwein, FRSC www.carma.newcastle.edu.au/~jb616 Laureate Professor University of Newcastle, NSW
- Introduction Expectations Densities 3 and 4 steps Probability Densities of Random Walks
- THE EVALUATION OF BESSEL FUNCTIONS VIA EXP-ARC INTEGRALS DAVID BORWEIN, JONATHAN M. BORWEIN1
- Thirty-two Goldbach Variations Jonathan M. Borwein
- High-Precision Computation: Mathematical Physics and Dynamics
- Hilbert's Inequality and Witten's Zeta Jonathan M. Borwein, FRSC
- AMS Special Session on Applied Optimization and DouglasRachford Splitting Methods for Convex Programming (Code: SS 15A) Sunday January 9, 2011, 1:00 p.m.5:50 p.m.
- High-Precision Computation and Mathematical David H. Bailey
- Thirty-two Goldbach Variations Jonathan M. Borwein, FRSC
- What is HIGH PERFORMANCE MATHEMATICS? Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein
- Advanced Collaboration and the Access Grid
- Ramanujan's Arithmetic-Geometric Mean Continued Fractions and Dynamics
- Hypergeometric forms for Ising-class integrals D.H. Bailey
- Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein Canada Research Chair in Collaborative Technology
- Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein Canada Research Chair in Collaborative Technology
- 4. Introduction 17. Short Random Walks
- Advances in the theory of box integrals D.H. Bailey
- Some Arithmetic Properties of Short Random Walk Integrals Jonathan M. Borwein
- Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein Canada Research Chair in Collaborative Technology
- 3. Introduction 16. Short Random Walks
- Contemporary Mathematics Experimental Mathematics and Mathematical Physics
- JMM Special Session AMS-ASL Special Session on Logic and Analysis
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- Jonathan Borwein, FRSC www.carma.newcastle.edu.au/~jb616
- UNIFORMLY CONVEX FUNCTIONS ON BANACH SPACES J. BORWEIN1, A. J. GUIRAO2, P. HAJEK3, AND J. VANDERWERFF
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- June 22, 2005. Revised August 18th, 2005. VAN DER POL EXPANSIONS OF L-SERIES
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- Special values of generalized log-sine integrals Jonathan M. Borwein
- Frechet-Legendre functions and reflexive Banach spaces
- NON-SMOOTH ANALYSIS, OPTIMISATION THEORY AND BANACH SPACE THEORY
- Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein Canada Research Chair in Collaborative Technology
- 18. Pi's Childhood 37. Pi's Adolescence
- Integer Powers of Arcsin Jonathan M. Borwein
- Maximum Entropy-type Methods, Projections, and (Non-)Convex Programming
- Why Convex: Some of My Favourite
- A PROTOTYPE FOR THE FEDERATED WORLD DIRECTORY OF MATHEMATICIANS
- REVIEW OF THE SIAM HUNDRED DIGIT CHALLENGE PREPARED FOR THE MATHEMATICAL INTELLIGENCER
- DOI 10.1007/s11590-010-0178-x REVIEW ARTICLE
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- What is HIGH PERFORMANCE MATHEMATICS? Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein
- Slices, Bumps and Cusps: Underpinnings of Nonsmooth Analysis
- AARMS Director Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein
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- Lp Norms and the Sinc Function D. Borwein, J. M. Borwein and I. E. Leonard
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- WhatWhat''s New, Whats New, What''s Possible, Whats Possible, What''s Comings Coming ... Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein
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- Moments of Ramanujan's Generalized Elliptic Integrals and Extensions of Catalan's Constant
- Interdisciplinarity: What Works, What Doesn't Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein
- Constructions of Uniformly Convex Functions Jonathan M. Borwein
- ON DIFFERENCE CONVEXITY OF LOCALLY LIPSCHITZ FUNCTIONS (PREPARED FOR OPTIMIZATION IN HONOUR
- Navigate MathSciNet Jump to Search or Browse Screens
- Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein Canada Research Chair in Collaborative Technology
- Convex functions: Characterizations, Constructions and Counterexamples
- J.M. Borwein and D.H. Bailey, Mathematics by Experiment: Plausible Reasoning in the 21st Century, A.K. Peters, 2nd expanded edition, 2008
- Densities of short uniform random walks Jonathan M. Borwein
- Who we are and how we got that way Revised for MAA volume on The Mind of a Mathematician
- The Douglas-Rachford algorithm in the absence of convexity
- What is HIGH PERFORMANCE (Pure) MATHEMATICS? Jonathan Borwein, FRSC www.cs.dal.ca/~jborwein
- Revised 27/06/06 "I feel so strongly about the wrongness of reading a lecture that my language may
- Monotone operators and "bigger conjugate" functions Heinz H. Bauschke
- A Sinc that Sank David Borwein
- Organic Mathematics: Then and Now Jonathan M. Borwein
- Construction of pathological maximally monotone operators on non-reflexive Banach spaces
- 4. CARMA's Mandate 12. About CARMA
- Remote Collaboration: Six Years of the CoastToCoast Seminar (C2C) Series Jonathan Borwein* Peter Borwein** Veselin Jungic***
- A Sinc that Sank David Borwein
- List of Figures 1 Boltzmann (1844-1906) and Shannon (1916-2001). 5
- Log-sine evaluations of Mahler measures, II This paper is dedicated to the memory of John Selfridge
- Maximum entropy methods for generating simulated rainfall Julia Piantadosi
- Mahler measures, short walks and log-sine integrals Jonathan M. Borwein
- 2. Introduction and Three Elementary Examples 31. Three Intermediate Examples
- The Life of Pi: From Archimedes to Eniac and Beyond 1 Jonathan M. Borwein, FRSC
- Monotone Operators without Enlargements Jonathan M. Borwein
- JMM Special Session Colloquium, November 3, 2011
- An Empirical Approach to the Normality D.H. Bailey
- The Brezis-Browder Theorem in a general Banach space Heinz H. Bauschke
- Mahler measures, short walks and log-sine integrals Jonathan M. Borwein
- Proof of some experimentally conjectured formulas David Borwein
- Review of `Loving and Hating Mathematics' to appear in the Mathematical Intelligencer
- JMM Special Session October 14-15, 2011 13th
- Structure theory for maximally monotone operators with points of continuity
- Global convergence of a non-convex Douglas-Rachford iteration
- Nonnormality of Stoneham constants David H. Bailey
- Normality and the Digits of David H. Bailey
- Jonathan Borwein, FRSC FAA www.carma.newcastle.edu.au/~jb616 Laureate Professor University of Newcastle, NSW
- 3. Introduction 15. Short Random Walks
