People Number Theory Math

Texas A+M University. Number theory and arithmetic geometry: elliptic curves and Drinfeld modules, in particular canonical heights, special values of analytic functions, L-series and modular forms.

• Pinch, Richard - Computational number theory, arithmetic of elliptic curves, algebraic combinatorics and p public-key cryptography. Publications, tables of Carmichael numbers and pseudoprimes.
• Pacelli, Allison M. - Williams College. Arithmetic of function fields. Preprints, teaching information.
• Pries, Rachel - Colorado State University. Arithmetic geometry, specifically Galois number theory theory of curves in characteristic p. Publications.
• Pizer, Arnold - University of Rochester. Arithmetic of quaternion algebras p and its connections to modular forms, Brandt matrices, p Hecke operators, and Ramanujan graphs. Pedagogical use p of the internet.
• Pollard, John M. - Factoring, discrete logarithms. Originator of the p-1, lambda, rho and number theory kangaroo methods.
• Prasad, Dipendra - Tata Institute for Fundamental Research. Algebraic number people theory, Automorphic people forms, Representation theory. Publications.
• Plater, Andrew J. - University of Cambridge. Contact information.
• Pierce, Lillian - Princeton University. Analysis and number theory. Publications, junior, people senior and MSc theses.
• Parsell, Scott - Butler University. Exponential sums; Hardy-Littlewood method; Diophantine problems. number theory Papers, thesis.
• Prasanna, Kartik - UCLA. Modular forms. Thesis, teaching information.
• Pomerance, Carl - Dartmouth College. Analytic and computational number theory. p Publications.
• Papanikolas, Matt - Texas A+M University. Number theory and arithmetic p geometry: elliptic number theory curves and Drinfeld modules, in particular p canonical heights, special values number theory of analytic functions, L-series p and modular forms.
• Peneva, Temenoujka - University of Plovdiv "Paisii Hilendarski". Analytic number theory: additive people prime number theory, distribution of primes, exponential sums, sieve methods, people Riemann zeta-function and Dirichlet L-functions.

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