[ A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z ]
- Hahn, Heekyoung - - University of Rochester. q-series, continued fraction, theta functions, partitions, modular forms, Eisenstein series, special functions; elliptic curves, coding theory and the philosophy of mathematics. List of publications.
|
- Hajir, Farshid - - California State University, San Marcos. Elliptic curves, extensions with restriced ramification, and special values of L-functions. On-line seminar, teaching information.
|
- Harcos, Gergely - - University of Texas at Austin. Automorphic forms. Publications, thesis.
|
- Hare, Kevin G. - - University of Waterloo. Algebraic numbers, polynomials. Publications, worksheets.
|
- Harman, Glyn - - Royal Holloway University of London. Analytic number theory: application of sieve methods, Diophantine approximation, metric number theory.
|
- Hart, William - - Leiden University. Special Values of Dedekind's Eta Function, Elliptic Units and Generalizations for Abelian Varieties, Stark Conjectures, Elliptic Functions, Modular Equations. Publications, notes, thesis.
|
- Helenius, Ola - - Goteborg University. Picard groups for integer group rings. Theses, preprints.
|
- Helfgott, Harald A. - - Université de Montréal. Number theory, elliptic curves, automorphic forms, combinatorics. Publications, teaching materials.
|
- Hess, Florian - - Technische Universität Berlin. Algebraic function fields, algebraic number fields and algorithms.
|
- Heuberger, Clemens - - Technische Universität Graz. Diophantine equations, especially Thue equations; Digit expansions; Graph theory; Combinatorial optimization. Publications.
|
- Holdener, Judy - - Kenyon College. Odd perfect numbers; theoretical morphology. Teaching technology, GAP projects.
|
- Howson, Susan - - University of Oxford. Arithmetic of elliptic curves, Iwasawa theory, p-adic L-functions and the theory of Euler systems. Papers, seminars and other resources.
|
- Huang Sen-Shang - - National Changhua University of Education. Analytic number theory.
|
- Hughes, Chris - - University of Michigan. Application of random matrix theory to the Riemann zeta function and other L-functions. Publications, resources.
|
|