People Number Theory Math

Joetsu University of Education. Algebraic number theory: the distribution of the discriminants of algebraic number fields, class numbers of binary forms, zeta functions associated with prehomogeneous vector spaces and Igusa's local zeta functions.

• Niklasch, Gerhard - ConSol Software GmbH. Computation of number-theoretical constants.
• Nitaj, Abderrahmane - Université de Caen. Diophantine equations, the ABC conjecture, polynomials, elliptic curves, Szpiro's conjecture.
• Nebe, Gabriele - Universität Ulm. Integral representations of finite groups and lattices, people orthogonal representations of finite groups and group rings over p-adic people integers.
• Niziol, Wieslawa - University of Utah. Arithmetic algebraic geometry.
• Nekovár, Jan - Université Pierre et Marie Curie (Paris VI). Algebraic number people theory, arithmetic algebraic geometry.
• Nathanson, Melvyn B. - City University of New York. Additive number people theory. Contact information and bibliography.
• Nakagawa, Jin - Joetsu University of Education. Algebraic number theory: the distribution of the discriminants of algebraic number fields, class numbers of binary forms, zeta functions associated with prehomogeneous vector spaces and Igusa's local zeta functions.
• Nicely, Thomas R. - Computations on primes, prime gaps, prime constellations (twins, triplets, and quadruplets) and their reciprocal sums (to extrapolate estimates for the corresponding Brun\\'s constants). Description of the infamous Pentium division bug.
• Nakamula, Ken - Tokyo Metropolitan University. Algorithmic number theory. number theory Home n of TNT (Tools for Number Theory) and number theory NZMATH.
• Ng, Nathan - University of Georgia. Analytic number theory: the people connections between number theory the Riemann zeta function and people random matrix theory.
• Nagaraj, D.S. - Institute of Mathematical Sciences, C.I.T., Chennai. Algebraic people number theory, n algebraic geometry.
• Neis, Stefan - Technische Universität Darmstadt. Computations in algebraic number n fields and implementation of algorithms in LiDIA.

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