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Hakobyan Tigran Levonovich
Candidate of physico-mathematical sciences


Birth date: 26.10.1993
E-mail:
Keywords: number field, local field, p-adic number, Galois field, Galois extension, Galois module, formal group, Honda formal group law, divisor tau function, prime number distribution, prime number

Subject:

algebraic number theory, theory of local fields, class field theory, formal group theory, analytic number theory, elementary number theory


Main publications:
  1. T. L. Hakobyan, “On the P1 property of sequences of positive integers”, Proceedings of the YSU, 2016, № 2, 22-27
  2. T. Hakobyan, “On the reduced group of principal units in cyclic extensions of local fields”, Zap. Nauchn. Sem. POMI, 455 (2017), 14-24
  3. T. Hakobyan, S. Vostokov, “On an asymptotic property of divisor tau-function”, Lobachevskii J Math, 39:1 (2018), 77-83
  4. Hakobyan T. L., Vostokov S. V., “Honda Formal Module in an Unramified p-Extension of a Local Field as a Galois Module”, Vestnik St. Petersburg University, Mathematics, 51:4 (2018), 317-321

Publications in Math-Net.Ru

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