Qualification Details

1. MSC in Mathematics ,
2. PHD in Complex Analysisis

Teaching Experience

• At Durgapur Women’s College from 15-09-2015 to till now

Area of Interest in Teaching

• Study of Entire and Meromorphic functions

Area of Research

• Complex Analysis

Book Chapter Publication

1. Ghosh, C., Datta, S.K., and Mondal,
2. S. : Generalised logarithmic order of meromorphic function and its derivative,
3. Proceedings of the Webinars in Mathematics 2020,
4. ISBN: 978-93-91608-29-3,
5. Chapter 9, pp. 180-190.

Journal Publication (Author/Co-author, Title of the Paper, Title of the Journal, Year of Publication, Volume No., Issue No., Pages, ISSN, DOI)

1.  Ghosh, C. and Mondal, S. : Some results of relative L-order and generlized relative L-order of analytic function in the unit disc, Korean J. Math. Vol. 28, No. 1, (2020), pp. 149-157.
2.  Ghosh, C., Datta, S.K., Mondal, S., and Khan, S. : Growths of composite entire functions depending on generalized relative logarithmic order, Jnanabha, Vol. 50(1), (2020), pp. 218-231.
3.  Ghosh, C., Datta, S.K., Mondal, S., and Khan, S. : On the growth of composite entire functions with finite iterated logarithmic order, Scientific Studies and Research Series Mathematics and Informatics, Vol. 30 (2020), No. 2, pp. 85-120.
4.  Ghosh, C., Datta, S.K., and Mondal, S. : On the composition of analytic functions in the unit disc, Journal of Fractional Calculus and Applications, Vol. 12(2) July 2021, pp. 163-171.
5.  Ghosh, C. and Mondal, S. : On composition of entire functions with finite iterated order, Electronic Journal of Mathematical Analysis and Applications, Vol.9(2) July 2021, pp. 130-142.
6.  Ghosh, C., Datta, S.K., Khan, S., and Mondal, S.: Comparative Growth of Composite Entire Functions With Finite Logarithmic Order, Scientific Studies and Research Series Mathematics and Informatics, Vol. 30 (2020), No. 1, pp. 99-118.
7. Ghosh, C., Mondal, S., and Khan, S. : Existence of generalised logarithmic proximate order and generalised logarithmic proximate type of an entire function, Korean J. Math. 29 (2021), No. 1, pp. 179-191.
8.  Mondal, S., Ghosh, C. and Datta, S.K. : Existence of iterated proximate order and iterated proximate type of an entire function, Electronic Journal of Mathematical Analysis and Applications, Vol. 9(2) July 2021, pp. 186-194.
9.  Ghosh, C., Khan, S., and Mondal, S.: On The Growth of Composite Entire Functions With Finite Logarithmic (p, q)-Order, Jnanabha, Vol. 51(1), (2021), pp. 172-181.
10.  Ghosh, C., Khan, S., and Mondal, S.: Arab. J. Math Arabian Journal of Mathematics On composite entire functions and their central indexes, Arab. J. Math., (2022) https://doi.org/10.1007/s40065-022-00361-5.

Conference/ Seminar Paper Presentation Data

1.  On the composition of Analytic Functions in the Unit Disc, presented in the One Day National Seminar on Mathematical and Theoretical Physics, Number Theory and Related Topics ( NSMTPNT- 2019 ) organized by the Calcutta Mathematical Society, February 16, 2019.
2.  Generalised logarithmic order of meromorphic function and its derivative, presented in the International Web-Conference on Complex Analysis and Differential Geometry: Revisiting (IWCADGR-2020) organized by Department of Mathematics in association with IQAC, SKBU, during 29-30 June 2020.
3.  Existence of generalised logarithmic proximate order and generalised logarithmic proximate type of an entire function, presented in 3rd International Conference on Mathematical Modelling, Applied Analysis and Computation- 2020 ( ICMMAAC-20) organised by JECRC University, Jaipur (Raj.), India, 7-9 August 2020.
4.  Some Properties of Generalized Relative Order of Analytic Functions in the Unit Disc, presented in the “International Webinar on Innovative Researches in Emerging Areas of Pure Mathematics-2021” held on November 11-12, 2021 at the Department of Mathematics, Kazi Nazrul University, Asansol-713340, West Bengal, India.
5.  On Logarithmic Order Of Composite Entire Functions, presented in the International Conference on Recent Developments in Mathematics and Mathematical Sciences (ICRDMMS 2021) organised by Calcutta Mathematical Society, Kolkata, India during 9-11 December, 2021.