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., Mark Kac: probability, number theory, and statistical physics, volume 14 of Mathematicians of Our Time , MIT Press, Cambridge, Mass., 1979. Selected papers, Edited by K. Baclawski and M. D. Donsker. MR 80i: 01016

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. , On finite axiomatizability of expansions of cylindric algebras, Journal of Algebra, Number Theory , Advances and Applications, , 1 ( 2010 ), p. 19 – 40 . [31] Sayed

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Number Theory . European Journal of Political Economy , 4 ( 4 ): 453 – 478 . Miller , E. R. – Blair , D. P. ( 2009 ): Input-Output Analysis: Foundations and Extensions . 2 nd

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Scientometrics
Authors: Clarice Gameiro da Fonseca Pachi, Jorge Futoshi Yamamoto, Anna Paula Amadeu da Costa, and Luis Fernandez Lopez

,733,0810 12,898 21,070,912 13,406 17,855,270 Index numbers Index number theory offers several

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] Laurinčikas , A. , The joint universality of Hurwitz zeta-functions , Siauliai Math.ˇ Semin. , 3 ( 11 ) ( 2008 ), 169 – 187 . [10] Laurinčikas , A. , A discrete universality theorem for the Hurwitz zeta-function , J. Number Theory , 143 ( 2014

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-shaped examples of g but their own example (not surprisingly in a part of mathematics: algebra and number theory) shows an S-shape (see their Fig. 1 where the squared dots clearly decrease in a concave way at the right side of the graph). This is ignored in

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, J. Number Theory , 166 ( 2016 ), 41 – 46 . 10.1016/j.jnt.2016.02.020 [6] SHIU , P. , The denominators of harmonic numbers , arXiv:1607.02863v1 . [7] Wu , B. L. and Chen , Y. G. , On certain properties of harmonic numbers , J. Number

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, Int. J. of Number Theory, 8 v: 10 ( 2014 ), 2257 - 2265 . 10.1142/S1793042114500778 [2] Ahmad , S. , Nakahara , T. and Hameed , A . , On certain pure sextic fields related to a problem of Hasse , Int. J. Alg. and Comput. , 26 ( 3

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Number Theory 2,052 2,033 3,188 19 14 Algebraic Geometry 764 692 949

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second half of the 20th Century, 13 disciplines were represented in mathematics. These are: the foundations of mathematical logic and mathematics, algebra and number theory, geometry, topology, Lie groups and representation theory, analysis and functional

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