My coauthors

Coauthors

• Wadim Zudilin   (6 joint)
  • Sums of powers of binomials, their Apéry limits, and Franel's suspicions
  • Short walk adventures (in memory of Jon Borwein)
  • A modular supercongruence for 6F5: An Apéry-like story
  • Crouching AGM, Hidden Modularity
  • Positivity of rational functions and their diagonals
  • Densities of short uniform random walks (with an appendix by Don Zagier)
• Jonathan M. Borwein   (13 joint)
  • Densities of short uniform random walks in higher dimensions
  • On lattice sums and Wigner limits
  • Relations for Nielsen polylogarithms
  • On formulas for π experimentally conjectured by Jauregui-Tsallis
  • Mahler measures, short walks and log-sine integrals
  • A sinc that sank
  • Densities of short uniform random walks (with an appendix by Don Zagier)
  • Special values of generalized log-sine integrals
  • Log-sine evaluations of Mahler measures, II
  • Log-sine evaluations of Mahler measures
  • Three-step and four-step random walk integrals
  • Some arithmetic properties of short random walk integrals
  • Random walks in the plane
• Robert Osburn   (4 joint)
  • Interpolated sequences and critical L-values of modular forms
  • Sequences, modular forms and cellular integrals
  • A modular supercongruence for 6F5: An Apéry-like story
  • Supercongruences for sporadic sequences
• Joel A. Henningsen   (1 joint)
  • Generalized Lucas congruences and linear p-schemes
• John Pomerat   (1 joint)
  • Criteria for the integrality of nth roots of power series
• Victor H. Moll   (8 joint)
  • A triple integral analog of a multiple zeta value
  • The Zagier polynomials. Part II: Arithmetic properties of coefficients
  • Ramanujan's Master Theorem
  • The method of brackets. Part 2: Examples and applications
  • Wallis-Ramanujan-Schur-Feynman
  • Closed-form evaluation of integrals appearing in positronium decay
  • A fast numerical algorithm for the integration of rational functions
  • The p-adic valuation of k-central binomial coefficients
• Marc Chamberland   (2 joint)
  • Apéry limits: Experiments and proofs
  • On gamma quotients and infinite products
• Christophe Vignat   (4 joint)
  • A triple integral analog of a multiple zeta value
  • Identities for Bernoulli polynomials related to multiple Tornheim zeta functions
  • Densities of short uniform random walks in higher dimensions
  • The Zagier polynomials. Part II: Arithmetic properties of coefficients
• Bruce C. Berndt   (3 joint)
  • Ramanujan's Formula for ζ(2n+1)
  • Certain integrals arising from Ramanujan's notebooks
  • On a secant Dirichlet series and Eichler integrals of Eisenstein series
• Tewodros Amdeberhan   (6 joint)
  • A triple integral analog of a multiple zeta value
  • On formulas for π experimentally conjectured by Jauregui-Tsallis
  • Ramanujan's Master Theorem
  • Wallis-Ramanujan-Schur-Feynman
  • Closed-form evaluation of integrals appearing in positronium decay
  • The p-adic valuation of k-central binomial coefficients
• Alin Bostan   (1 joint)
  • On the representability of sequences as constant terms
• Sergey Yurkevich   (1 joint)
  • On the representability of sequences as constant terms
• Hannah E. Burson   (1 joint)
  • Refined counting of core partitions into d-distinct parts
• Simone Sisneros-Thiry   (1 joint)
  • Refined counting of core partitions into d-distinct parts
• James Wan   (5 joint)
  • Densities of short uniform random walks (with an appendix by Don Zagier)
  • Log-sine evaluations of Mahler measures, II
  • Three-step and four-step random walk integrals
  • Some arithmetic properties of short random walk integrals
  • Random walks in the plane
• David Borwein   (4 joint)
  • On lattice sums and Wigner limits
  • On formulas for π experimentally conjectured by Jauregui-Tsallis
  • A sinc that sank
  • Log-sine evaluations of Mahler measures, II
• Sam Formichella   (1 joint)
  • Gaussian binomial coefficients with negative arguments
• Dermot McCarthy   (1 joint)
  • Sequences, modular forms and cellular integrals
• Luis A. Medina   (2 joint)
  • On multiple and infinite log-concavity
  • A fast numerical algorithm for the integration of rational functions
• Karl Dilcher   (1 joint)
  • Identities for Bernoulli polynomials related to multiple Tornheim zeta functions
• Drew Lewis   (1 joint)
  • An algorithmic approach to the Polydegree Conjecture for plane polynomial automorphisms
• Kaitlyn Perry   (1 joint)
  • An algorithmic approach to the Polydegree Conjecture for plane polynomial automorphisms
• Harold G. Diamond   (1 joint)
  • Bounds for the logarithm of the Euler gamma function and its derivatives
• Amita Malik   (1 joint)
  • Divisibility properties of sporadic Apéry-like numbers
• Frits Beukers   (1 joint)
  • Gauss congruences for rational functions in several variables
• Marc Houben   (1 joint)
  • Gauss congruences for rational functions in several variables
• Mathew D. Rogers   (1 joint)
  • A solution of Sun's $520 challenge concerning 520/π
• Yuliy Baryshnikov   (1 joint)
  • Diagonal asymptotics for symmetric rational functions via ACSV
• Shaun Cooper   (1 joint)
  • Crouching AGM, Hidden Modularity
• Jesús Guillera   (1 joint)
  • Crouching AGM, Hidden Modularity
• Stephen Melczer   (1 joint)
  • Diagonal asymptotics for symmetric rational functions via ACSV
• Robin Pemantle   (1 joint)
  • Diagonal asymptotics for symmetric rational functions via ACSV
• Brundaban Sahu   (1 joint)
  • Supercongruences for sporadic sequences
• Ivan Gonzalez   (2 joint)
  • Ramanujan's Master Theorem
  • The method of brackets. Part 2: Examples and applications
• Dirk Nuyens   (2 joint)
  • Some arithmetic properties of short random walk integrals
  • Random walks in the plane
• Olivier R. Espinosa   (2 joint)
  • Ramanujan's Master Theorem
  • Wallis-Ramanujan-Schur-Feynman
• Jonathan I. Hall   (1 joint)
  • The local recognition of reflection graphs of spherical Coxeter groups
• Ralf Köhl   (1 joint)
  • The local recognition of reflection graphs of spherical Coxeter groups
• Dante V. Manna   (1 joint)
  • A fast numerical algorithm for the integration of rational functions
• Valerio De Angelis   (1 joint)
  • The Zagier polynomials. Part II: Arithmetic properties of coefficients
• Mark W. Coffey   (1 joint)
  • The Zagier polynomials. Part II: Arithmetic properties of coefficients
• Atul Dixit   (1 joint)
  • The Zagier polynomials. Part II: Arithmetic properties of coefficients
• Marshall Harrison   (1 joint)
  • Ramanujan's Master Theorem