This list is arranged by subject—ordered according to the 2010 Mathematics Subject Classification number corresponding to the primary subject of the paper.

01: History and sociology of mathematics
  • Addressing the underrepresentation of women in mathematics conferences
  • An annotated bibliography of work related to gender in science
  • Diagnosing and addressing the underrepresentation of women in mathematics
  • How likely is an all-male speakers list, statistically speaking? A mathematician weighs in, with Lauren Bacon
  • Identifier et remédier à la sous-représentation des femmes en mathématiques
  • Mentorship and gender
  • 11A: Elementary number theory
  • A simple polynomial for a simple transposition
  • A simple polynomial for a transposition
  • The smallest solution of φ(30n+1)<φ(30n) is ...
  • Subproducts of small residue classes, with Amir Parvardi
  • 11B: Sequences and sets
  • Constructions of generalized Sidon sets, with Kevin O'Bryant
  • Distribution of power residues over shifted subfields and maximal cliques in generalized Paley graphs, with C. H. Yip
  • Farmer Ted goes natural
  • Lower bounds for sumsets of multisets in Zp2, with Alexis Peilloux and Erick B. Wong
  • Many sets have more sums than differences, with Kevin O'Bryant
  • Optimal primitive sets with restricted primes, with William D. Banks
  • Primitive sets with large counting functions, with Carl Pomerance
  • The supremum of autoconvolutions, with applications to additive number theory, with Kevin O'Bryant
  • The symmetric subset problem in continuous Ramsey theory, with Kevin O'Bryant
  • 11D: Diophantine equations
  • abc triples, with Winnie Miao
  • An algorithm for Egyptian fraction representations with restricted denominators, with Yue Shi
  • Asymptotics for the number of directions determined by [n] × [n] in Fp2, with Ethan Patrick White and Chi Hoi Yip
  • Dense Egyptian fractions
  • Denser Egyptian fractions
  • Erdős–Turán with a moving target, equidistribution of roots of reducible quadratics, and Diophantine quadruples, with Scott Sitar
  • Multidimensional Padé approximation of binomial functions: equalities, with Michael A. Bennett and Kevin O'Bryant
  • Solubility of systems of quadratic forms
  • A three-dimensional set of limit points related to the abc conjecture, with Reginald M. Simpson
  • 11F: Modular forms
  • Dimensions of the spaces of cusp forms and newforms on Γ0(N) and Γ1(N)
  • 11G: Elliptic curves
  • Appendix to 'The frequency of elliptic curve groups over prime finite fields', with Chantal David and Ethan Smith
  • Averages of the number of points on elliptic curves, with Paul Pollack and Ethan Smith
  • 11J: Diophantine approximation
  • The unreasonable effectualness of continued function expansions
  • 11K: Probabilistic number theory
  • Absolutely abnormal numbers
  • 11L: Exponential sums
  • Exponential sums with reducible polynomials, with Cécile Dartyge
  • 11M: Zeta and L-functions
  • A heuristic for discrete mean values of the derivative of the Riemann zeta function, with Christopher Hughes and Andrew Pearce-Crump
  • Nonzero values of Dirichlet L-functions in vertical arithmetic progressions, with Nathan Ng
  • 11N: Multiplicative number theory
  • An annotated bibliography for comparative prime number theory, with P. J. S. Yang, A. Bahrini, P. Bajpai, K. Benli, J. Downey, Y. Y. Li, X. Liang, A. Parvardi, R. Simpson, E. White, and C. H. Yip
  • Asymmetries in the Shanks–Rényi prime number race
  • An asymptotic formula for the number of smooth values of a polynomial
  • The average least character nonresidue and further variations on a theme of Erdős, with Paul Pollack
  • Biases in the Shanks–Rényi prime number race, with Andrey Feuerverger
  • Carreras de números primos, with Andrew Granville
  • Counting multiplicative groups with prescribed subgroups, with Jenna Downey
  • Counting zeros of Dirichlet L-functions, with Michael A. Bennett, Kevin O'Bryant, and Andrew Rechnitzer
  • Densities in certain three-way prime number races, with Jiawei Lin
  • Disproving Hooley's conjecture, with Daniel Fiorilli
  • The distribution of sums and products of additive functions, with Lee Troupe
  • Distribution of the number of prime factors with a given multiplicity, with E. Elma
  • The distribution of the number of subgroups of the multiplicative group, with Lee Troupe
  • An Erdős–Kac theorem for the number of prime factors of multiplicative orders, with Leo Goldmakher
  • Explicit bounds for primes in arithmetic progressions, with Michael A. Bennett, Kevin O'Bryant, and Andrew Rechnitzer
  • Factorization tests and algorithms arising from counting modular forms and automorphic representations, with Miao Gu
  • Fake mu's, with Michael J. Mossinghoff and Timothy S. Trudgian
  • Inclusive prime number races, with Nathan Ng
  • Inequities in the Shanks–Rényi prime number race: an asymptotic formula for the densities, with Daniel Fiorilli
  • The iterated Carmichael λ-function and the number of cycles of the power generator, with Carl Pomerance
  • The least primary factor of the multiplicative group, with C. Nguyen
  • The least prime primitive root and the shifted sieve
  • Moments of L-functions problem list, with A. Hamieh, H. Kadiri, and N. Ng
  • Polynomials whose coefficients are related to the Goldbach conjecture, with Peter Borwein, Kwok-Kwong Stephen Choi, and Charles L. Samuels
  • Polynomial values free of large prime factors, with Cécile Dartyge and Gérald Tenenbaum
  • Prime number races, with Andrew Granville
  • Prime number races (translated into Persian by M. R. Esfandiari), with Andrew Granville
  • Primes in prime number races, with Jared Duker Lichtman and Carl Pomerance
  • Roots of unity and nullity modulo n, with Steven Finch and Pascal Sebah
  • The smallest invariant factor of the multiplicative group, with Ben Chang
  • Smooth values of polynomials, with Jonathan W. Bober, Dan Fretwell, and Trevor D. Wooley
  • Squarefree values of trinomial discriminants, with David W. Boyd and Mark Thom
  • Structural insights and elegant applications: a book review of The Anatomy of Integers
  • Uniform bounds for the least almost-prime primitive root
  • The universal invariant profile of the multiplicative group, with Reginald M. Simpson
  • 15: Linear algebra
  • Almost all integer matrices have no integer eigenvalues, with Erick B. Wong
  • The number of 2×2 integer matrices having a prescribed integer eigenvalue, with Erick B. Wong
  • 33: Special functions
  • A product of Gamma function values at fractions with the same denominator
  • 51-52: Geometry
  • Compactness theorems for geometric packings
  • The limiting curve of Jarník's polygons
  • Primitive points in rational polygons, with Imre Bárány, Eric Naslund, and Sinai Robins
  • Sets that contain their circle centers
  • 90D: Game theory
  • Restoring fairness to Dukego
  • The above papers are the intellectual property of Greg Martin, with copyrights held by the author(s) or the journals in which they appear. All rights reserved.