Izv. Saratov Univ. Math. Mech. Inform., 2013 Volume 13, Issue 4(2), Pages 47–52
(Mi isu473)
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4 papers
Mathematics Some questions of number-theoretical method in approximation analysis L. P. Dobrovolskaya a ,
M. N. Dobrovolsky b ,
N. M. Dobrovol'skii c ,
N. N. Dobrovol'skii d ,
I. Y. Rebrova e a Institute of Economics and Management, Russia, 300041, Tula, Veresaeva st. b Geophysical center RAS, Russia, 119296, Moscow, Molodezhnaya str., 3 c Tula State Pedagogical University, Russia, 300026, Tula, pr. Lenina, 125 d Tula State University, Russia, 300600, Tula, pr. Lenina, 92 e Tula State Pedagogical University, Russia, 300026, Tula, pr. Lenina, 125 Abstract:
This article gives an overview of several actual problems of optimal coefficients method. This overview was done on September 12, 2013 on XI internation conference “Algebra and number theory: modern problems and applications” in Saratov city.
Key words:
optimal coefficients method, algebraic lattices, Gelfond theorem, hyperbolic zeta-function.
UDC:
511.9
DOI:
10.18500/1816-9791-2013-13-4-47-52
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