Employees of the Department of Mathematics published 5 more articles in high impact factor journals

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Employees of the Department of Mathematics published 5 more articles in high impact factor journals

Employees of the Department of Mathematics continue to publish a series of articles in prestigious mathematics journals with high impact factor. Recently, 5 more articles were published in these magazines. They are:

Eren, I. Gahramanov, Sh. Javadzadeh, Gonenc Mogol, Gamma function solutions to the star triangle equation, Nuclear Physics B, Volume 963, 2021
Deniz N. Bozkurt, Ilmar Gahramanov, and Mustafa Mullahasanoglu, Lens partition function, pentagon identity, and star-triangle relation, Physical Review D, 103, 126013 – Published 23 June 2021.
I.Ismailov, Direct and Inverse Problems for Thermal Groovingbu Surface Diffusion with time Dependent Mullins Coefficient, Mathematical Modelling and Analysis, Vol.26, No.1, 2021
Kai Cao, Daniel Lesnic, and Mansur Ismailov, Determination of the time-dependent thermal grooving coefficient, Journal of Applied Mathematics and Computing, volume 65, 2021, pp.199–221
Bilalov, B., Sadigova, S., On the Fredholmness of the Dirichlet problem for a second-order elliptic equation in grand-Sobolev spaces. Ricerche mat (2021). https://doi.org/10.1007/s11587-021-00599-9

Note that in the 2020/2021 academic year, a total of 17 articles by employees of the Department of Mathematics were published in prestigious mathematics journals with high impact factor.