Education

1. B.Sc. in Mathematics, Calcutta University 2012

2. M.Sc in Mathematics, IIT Kharagpur, 2014

3. Ph.D. in Mathematics, IIT Kharagpur, 2019

Teaching Experience

1. Assistant Professor, Department of Mathematics and Statistics, Aliah University, March 2026 - Present.

2. Assistant Professor, Department of Mathematics, SRM University AP, Andhra Pradesh , July 2019 - March 2026.

Field of Specialization

Complex Analysis

Research Area

My broad research area is Complex Analysis.  My Research Interest lie in Geometric Function Theory, with a particular focus on Univalent Function Theory.

Journal Papers Published

1. Generalizations of the area theorem for meromorphic univalent functions with nonzero    pole, B. Bhowmik and F. Parveen, Indian J.  Pure Appl. Math., 47(3) (2016), 545-551.

2. On a subclass of meromorphic univalent functions, B. Bhowmik and F. Parveen, Complex Var. Elliptic Equ., 62 (2017), 494-510.

3. Criteria for univalence, integral means and Dirichlet integral for meromorphic functions, B. Bhowmik and F. Parveen, Bull. Belg. Math. Soc. (Simon Stevin), 24 (2017), 427-438.

4. Sufficient conditions for univalence and study of a class of meromorphic univalent functions, B. Bhowmik and F. Parveen, Bull. Korean Math. Soc., 55(3) (2018), 999-1006.

5.  On the Taylor coefficients of a Subclass of Meromorphic Univalent Functions, B. Bhowmik and F. Parveen, Bull.  Malays.  Math. Sci.  Soc., 42(2) (2019), 793-802.

6. On some results for a subclass of meromorphic univalent functions with non-zero pole, B. Bhowmik and F. Parveen, Results Math., 74 (195) (2019).

7. On estimates of some coefficient functionals for certain meromorphic univalent functions, B. Bhowmik and F. Parveen, Bull.  Malays.  Math. Sci.  Soc., 45(5) (2022), 2745-2763.

8. Bounds for functionals defined on a certain class of meromorphic functions, B. Bhowmik and F. Parveen, Bull. Aust. Math. Soc., 109(1) (2024), 101-109.

9. Successive coefficients and Toeplitz determinant for concave univalent functions, B. Bhowmik, A. John, and F. Parveen, Math. Inequal. Appl., 27(2) (2024), 459-469.

10. Hermitian Toeplitz determinant for certain meromorphic univalent functions, A. John and F.    Parveen, Bull.  Malays.  Math. Sci.  Soc., 48, 38 (2025).

11. A class of meromorphic univalent functions characterized by a differential inequality, K.  Verma, S. S. Varma, and F. Parveen, J Anal, 33, (2025), 2671–2681.

Orientation/Refresher/QIP CourseAttended/Organized

1. As a member of the organizing team, helped organize the conference: "An International Conference on Women in Pure and Applied Mathematics," January 01–05, 2024, Department of Mathematics, SRM University AP, Andhra Pradesh, India.

Seminar/Conference/Workshop

1.  International Conference on Geometric Function Theory and its Applications at the department of mathematics IIT Kharagpur, Kharagpur, West Bengal, India, December 18-21, 2014.

2. Presented a paper entitled on “On a subclass of meromorphic univalent functions” in the 82^nd Annual Conference of the Indian Mathematical Society organized by the Department of Mathematics, University of Kalyani, P.O. - Kalyani, Dist.-Nadia, Pin-741235, West Bengal, India, December 27-30, 2016.

3. Presented a paper entitled on “Criteria for univalence, integral means and Dirichlet integral for meromorphic functions” in a national conference on engineering mathematics (TOPAS 2017) organized by the Department of Mathematics, IIT Kharagpur, Kharagpur-721302, West Bengal, India, December 16-17, 2017

4.  Presented a paper entitled “On estimates of some coefficient functionals for certain meromorphic univalent functions’’ in the 29^th international conference on finite and infinite dimensional complex analysis and applications (The 29^th ICFIDCAA-2023) organized by the Department of Mathematics, Pondicherry University, Puducherry, India, August 21-25, 2023.

5. Presented a paper entitled ‘‘Successive coefficients, Toeplitz and Hermitian Toeplitz Determinant for certain Meromorphic Univalent Functions’’ in the International conference on Complex Analysis and Computational Fluid Dynamics (ICCACFD 2024) organised by the Department of Mathematics, KIIT Deemed to be University, Bhubaneswar, Odisha, India, February16 -18, 2024.

6. Presented a paper entitled “Successive coefficients and Toeplitz determinant for concave univalent functions’’ in the International Conference on Special Functions, Analytic Functions, Metric and Quasi-Conformality (ICSAMY-2024), organised by the Department of Mathematics, IIT Indore, December 17th to 20th, 2024.