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.