Women in Number Theory by Region – Women in Number Theory

North America [show/hide]

North America

Akhtari, Shabnam	Number Theory, Diophantine Analysis and Geometry of Numbers
Alvarado, Alejandra	Diophantine Equations, Elliptic Curves.
Anderson, Jacqueline	Arithmetic Dynamics
Anna Haensch	Diophantine representation problems, quadratic lattices, coding theory.
Arledge, Jane	Arithmetic geometry.
Armon, Mary Vlastnik	Number theory, analysis.
Balakrishnan, Jennifer	arithmetic geometry
Balkanova, Olga	Analytic Number Theory
Ballantine, Cristina M.	Number Theory, Representation Theory and Automorphic Forms, Algebraic Combinatorics, Visualization of complex functions.
Bank, Efrat	Number Theory in Function Fields, Finite Fields, Galois Theory.
Baran, Burcu	Arithmetic algebraic geometry: Modular curves and moduli spaces, elliptic curves and Galois representations; Number theory: Algebraic number theory, Arakelov theory; Commutative algebra
Beineke, Jennifer	analytic number theory, L-functions, modular forms
Belding, Juliana	algebraic number theory and arithmetic geometry, with an eye towards cryptography
Bellovin, Rebecca	I am interested in number theory and algebraic geometry, and I work on p-adic Hodge theory in rigid analytic families.
Berg, Jennifer	algebraic number theory and arithmetic geometry
Berger, Lisa	My research is in arithmetic geometry; in recent work I study abelian varieties over function fields and finite fields.
Bhowmik, Gautami	Analytic and additive Number Theory
Bourdon, Abbey	Torsion points on abelian varieties and Galois representations associated to abelian varieties; fundamental groups in arithmetic geometry.
Bucur, Alina	My field of research is analytic number theory. I work on problems regarding automorphic forms and L-series. I am also interested in arithmetic statistics.
Caraiani, Ana	Algebraic number theory, cohomology of Shimura varieties.
Chan, Charlotte	Representation Theory
Chantal David	Number theory.
Chisholm, Sarah	Elliptic curves, cryptography, algebraic & arithmetic geometry, modular forms & curves, quaternion algebras, lattices
Çiperiani, Mirela	My mathematical interests lie in algebraic number theory and arithmetic algebraic geometry.
Cojocaru, Alina Carmen	Number theory.
Consani, Katia	Arithmetic Geometry, Number-Theory, Noncommutative Geometry
Davis, Rachel	Algebraic number theory, arithmetic geometry, cryptography, Galois representations.
DeCelles, Amy	Spectral theory of automorphic forms.
Deines, Alyson	Computational algebraic number theory.
Eisentraeger, Kirsten	algebraic number theory, arithmetic geometry, computational number theory, cryptography
Ejder, Ozlem	Computational Number Theory
Elias, Yara	Number theory, algebra and theoretical computer science.
Ellen Eischen	Automorphic forms.
Ertl, Veronika	Number theory.
Etropolski, Anastassia	Arithmetic Geometry
Feaver, Amy	I'm interested in Algebraic Number Theory, and right now am working on class number of, and norm-Euclidean number fields.
Feigon, Brooke	Number theory, Automorphic forms, Representation theory
Finch, Carrie E.	My research interests lie in Number Theory. I especially like to work with problems concerning the irreducibility of polynomials and questions regarding Sierpinski numbers using coverings of the integers.
Fintzen, Jessica	algebraic number theory, representation theory, p-adic groups
Folsom, Amanda	Analytic and Algebraic Number Theory, Modular Forms, Maass Forms, Mock Theta Functions, Combinatorics, q-series, Lie Theory, Jacobi forms, Modular units.
Friedlander, Holley	Number theory.
Fuchs, Elena	Number theory, specifically in the context of group actions and sieve methods.
Fuselier, Jenny	Hypergeometric functions over finite fields, modular forms, elliptic curves
Garthwaite, Sharon	Automorphic forms, partition generating functions
Goedhart, Eva	Diophantine equations, algebraic number theory, elementary number theory.
Goodson, Heidi	Gaussian hypergeometric series, modular forms, elliptic curves, Calabi-Yau manifolds.
Graves, Hester	Euclidean ideal classes and modular forms.
Gruendken, Linda	Number theory.
Grundman, Helen G.	Algebra, Algebraic Number Theory, Analytic Number Theory.
Hahn, Heekyoung	My primary interests are Automorphic L-functions, Relative Trace formula, Algebraic cycles on Shimura varieties and Representations of the classical groups.
Hall-Seelig, Laura	Her research is in number theory; her recent interests involve infinite towers of function fields.
Hamieh, Alia	Algebraic number theory, automorphic forms, half-integral weight modular forms and L-functions.
Harron, Piper	arithmetic statistics, shapes of number fields, anything accessible that you want to teach me, smashing oppressive systems
Ho, Anne M.	number theory, arithmetic geometry, algebraic geometry
Ho, Wei	algebraic geometry, number theory, representation theory
Hortsch, Ruthi	arithmetic geometry
Hsu, Catherine	Euclidean ideals, modular forms
Jameson, Marie	Modular forms and q-series.
Johnson-Leung, Jennifer	Arithmetic Geometry, Automorphic Forms
Kadiri, Habiba	analytic number theory, L-functions, distribution of prime numbers. Publications
Karen Taylor	Bronx Community College, CUNY
Katherine Stange	Algebraic number theory, arithmetic geometry, arithmetic of Kleinian groups, elliptic curves, Apollonian circle packings, integer sequences, cryptography, arithmetic dynamics, game theory
Lalin, Matilde	Number theory.
Lang, Jaclyn	Galois representations, Hida families, modular forms
Lauter, Kristin	Cryptography, Number Theory, Algebraic Geometry, Coding Theory
Lee, Min	Analytic number theory, especially L-functions, automorphic representations, Maass forms. Harmonic analysis.
Li, Wenching Winnie	number theory, automorphic forms, zeta functions, spectral graph theory, coding theory
Long Hoelscher, Jing	algebraic number theory, Drinfeld modules, Galois theory
Long, Ling	Finite Index Subgroups of the Modular Group and Their Modular Forms
Malik, Amita	Number Theory
Malmskog, Beth	Algebraic curves over finite fields, especially maximal curves; zeta functions of finite graphs; and cryptography.
Manes, Michelle	the intersection of dynamical systems and number theory
Mantovan, Elena	Shimura varieties.
Matson, Carly	Arithmetic geometry, specifically elliptic curves.
Medvedovsky, Anna	modular forms, Hecke algebras, Galois representations, mod-p phenomena
Nelson, Dawn	Algebraic Number Theory with a focus on Number Fields, p-adic Numbers, Galois Theory, and Linear Representations.
O'Neil, Catherine	Number Theory, Arithmetic Algebraic Geometry
Ollivier, Rachel	Arithmetic and automorphic forms.
Park, Jennifer	number theory and algebraic geometry
Paulhus, Jennifer	algebraic number theory and arithmetic geometry
Petersen, Kate	Number theory and topology.
Pierce, Lillian	analytic number theory and harmonic analysis
Pries, Rachel	I study arithmetic geometry, which is a hybrid of number theory and algebraic geometry. My specific area is on Galois theory of curves and torsion of Jacobians in characteristic p.
Ramdorai, Sujatha	My initial area of research was the algebraic theory of quadratic forms. Currently, I work in the area of non-commutative Iwasawa theory. My research interests also include the study of motives.
Robertson, Leanne	Algebraic Number Theory, Elementary Number Theory
Salerno, Adriana	Arithmetic geometry, special functions
Scheidler, Renate	cryptography, invariants of global fields
She, Yiwei	Graduate student interested in arithmetic geometry, in particular the arithmetic of algebraic surfaces.
Silverberg, Alice	Number Theory, Cryptography
Stevenson, Katherine	My research is in the areas of in algebraic geometry, ring theory, and group theory.
Stojanoska, Vesna	homotopy theory and applications to arithmetic
Swisher, Holly	Number theory and combinatorics, including modular and mock modular forms, integer partitions, hypergeometric series.
Tanabe, Naomi	Number Theory, Representation Theory, Automorphic Forms, L-functions.
Terras, Audrey	Graph theory, number theory.
Teske-Wilson, Edlyn	Cryptography, Computational Number Theory
Thompson, Bianca	Arithmetic Dynamics and finite dynamics.
Thompson, Kate	Quadratic forms, modular forms, quaternion algebras.
Thompson, Lola	analytic number theory, elementary number theory, applications of sieve methods, computational aspects of field theory and polynomials
Treneer, Stephanie	Modular forms, number theory, theory of partitions.
Tretkoff, Paula	Number Theory. Geometry, classical and non-commutative.
Tucker, Amanda	Algebraic number theory, Analytic number theory -- class field theory, dynamics, cubic fields, modular forms, L-functions
Turnage-Butterbaugh, Caroline	analytic number theory, especially the theory of the Riemann zeta-function and automorphic L-functions
Varma, Ila	Number theory.
Vincent, Christelle	Number theory but more precisely modular forms, Drinfeld modules, Drinfeld modular forms and Drinfeld modular curves, curves and Jacobians with CM, and curves over fields of positive characteristic
Viray, Bianca	algebraic number theory and algebraic geometry
West, Mckenzie	Algebraic Geometry and Number Theory
Wickelgren, Kirsten	algebraic topology, algebraic geometry and number theory
Williams, Cassie	Arithmetic geometry (enumerating abelian varieties), algebraic number theory (class numbers, L-series, and characters) (and matrix group theory...)
Wittenborn, Erika	Number theory.
Wood, Melanie Matchett	My research interests include parametrization of number fields and their ideal classes, counting questions about number fields, and counting questions about algebraic varieties over finite fields.
Yap, Diane	Number theory.
Yui, Noriko	Arithmetic Algebraic Geometry and Mathematical Physics: in particular, Mirror Symmetry Conjecture.
Zhao, Xiaomei	Function fields.
Zhu, Hui June	Arithmetic geometry.

Europe [show/hide]

Europe

Alfes, Claudia	Modular forms, Maass forms
Anbar Meidl Nurdagül	Algebraic Geometry, Number Theory
Arenas, Àngela	Quadratic forms, automorphic forms and Hilbert modular forms.
Armana, Cécile	Drinfeld Modules
Bachoc, Christine	I am originally a number theorist, mainly interested in the theory of lattices. I also work in the field of error correcting codes. Currently my favorite topics are sphere packings, discrete geometry, and combinatorial optimization.
Balkanova, Olga	Analytic Number theory
Bartz, Krystyna	Analytic Number Theory
Bayer Fluckiger, Eva	Algebraic Number Theory
Bayer Isant, Pilar	Arithmetic geometry, modular curves, galois representations.
Bertin, Marie José	Main current interests: Mahler measure of polynomials defining K3 surfaces.
Bertolin, Cristiana	Arithmetic geometry.
Biggs, Kirsti	Analytic number theory, circle method, Diophantine equations and inequalities
Bilici, Duygu Ozden	Irreducible polynomials over finite fields, algebraic number theory.
Brandes, Julia	Hardy-Littlewood method and neighbouring fields
Bringmann, Kathrin	Number theory and combinatorics involving elliptic and Siegel modular forms, Maass forms, partitions, and mock theta functions.
Cooley, Jenny	Arithmetic of cubic surfaces, in particular Mordell-Weil point generation on smooth cubic surfaces over finite fields.
DEL CORSO, Ilaria	Algebraic Number Theory, local fields, ramification, NIB
Ekin Ãzman	Arithmetic Geometry
Ernvall-Hytönen, Anne-Maria	Analytic number theory.
Fintzen, Jessica	algebraic number theory, representation theory, p-adic groups
Hanzer, Marcela	Representation theory of reductive p-adic groups, automorphic forms, theta correspondence
Irene Bouw	Universität Ulm, Ulm, Germany
Kačinskaitė, Roma	questions on value-distribution and universality of zeta- and L-functions
Karemaker, Valentijn	Arithmetic geometry, algebraic number theory
Kılıçer Pınar	Algebraic/Algorithmic Number Theory, CM-curves
Lange, Tanja	Cryptography.
Leila Schneps	Multizeta values, Grothendieck-Teichmüller theory
Lillian Pierce	Circle method, sieves, character sums, quadratic forms, Diophantine equations.
Lorenzo Garcia, Elisa	Twists of curves, genus 3 curves, Sato-Tate Conjecture.
Ludwig, Judith	Arithmetic geometry, p-adic Langlands program
Maurischat, Kathrin	Number theory, Automorphic/Modular forms, Representation theory
Nebe, Gabriele	Lattices, codes, and their connection to other topics like modular forms and invariant theory, designs and representation theory of finite groups.
Newton, Rachel	Rational points, Brauer-Manin obstructions, class field theory, central simple algebras, elliptic curves.
Niziol, Wieslawa	Arithmetic algebraic geometry: p-adic Hodge theory, Galois representations, p-adic cohomology.
Odzak, Almasa	Analytic number theory, Li coefficients, Selberg class
Perucca, Antonella	The aim of my current research is understanding how the properties of algebraic groups and their points can be detected in the reductions.
Piršić, Ísabel	quasi-Monte Carlo Methods, Cryptography
Rebolledo, Marusia	Modular curves, elliptic curves, Galois representations
Schindler, Damaris	Analytic number theory, arithmetic geometry
Schneps, Leila	Grothendieck-Teichmüller theory, multizeta values
Shipsey, Rachel	Cryptography and elliptic curves.
Smajlovic, Lejla	Analytic number theory, L-functions, Selberg class
Snaith, Nina	Research interests: random matrix theory and number theory.
Vallée, Brigitte	The main theme is analysis of algorithms, most notably in the areas of computational number theory and information theory, this with a strong component related to dynamical systems.
Van Order, Jeanine	Analytic number theory
Vila Oliva, Núria	Number theory, Galois representations
Walling, Lynne	Modular forms.
Wolf, Julia	My research focuses on arithmetic structures in dense sets of integers and combines Fourier analytic, combinatorial and probabilistic methods.
Zerbes, Sarah	p-adic Hodge theory and Iwasawa theory

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What shape is the sum of consecutive odd numbers?

Faye, Bernadette	Analytic Number Theory and Diophantine Equations
Swart, Christine	Cryptography

Massierer, Maike	computational number theory, cryptography
Ostafe, Alina	Algebraic aspects of cryptography, Number theoretic aspects of cryptography, Pseudorandom number generators, Polynomial dynamical systems
Sutherland, Nicole	Algebraic Number Theory, Algorithmic and Computational Number Theory, Function Fields
Wolff, Alison	Number theory