Posted: Wednesday, March 14, 2018

Mohammad K. Azarian, professor of mathematics, published reviews of two research papers in the American Mathematical Society's Mathematical Reviews (MathSciNet), the authoritative gateway to the scholarly literature of mathematics.

The first paper, by Tamás Lengyel and Diego Marques, entitled " The 2-Order of Some Generalized Fibonacci Numbers," was published in Integers 17 (2017). In this paper the authors fully characterize the 2-adic valuations of the generalized Fibonacci sequence of order 4. They also partially characterize the 2-adic valuations of the generalized Fibonacci sequence of order 5.

The second paper, by Yildiz Aydin and Ali Pancar, entitled "Frattini Supplements and Frat Series", appeared in the Bulletin of the Iranian Mathematical Society 43 (2017). The authors have shown that finite abelian groups are Frattini supplemented, and every conjugate of a Frattini supplement of a subgroup is also a Frattini supplement. Also, they have obtained new characterization of primitivity of groups in terms of Frattini supplemented groups.

Moreover, Azarian accepted the invitation to serve on the editorial board of The Iranian Journal of Mathematical Sciences and Informatics.

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