Specialization

Geometric Function Theory

Email

lateef.wani@thapar.edu

Contact No.

+91-9675-250-863

Assistant Professor

lateef.wani@thapar.edu

Biography

Dr. Lateef Ahmad Wani is working at School of Mathematics, Thapar Institute of Engineering and Technology, Patiala since October, 2022. He received his PhD degree in the field of Complex Analysis (Geometric Function Theory) from the Indian Institute of Technology Roorkee in 2020. He continued his research work at the Indian Institute of Technology Roorkee as a Research Associate and, later on, as an NBHM Postdoctoral Fellow till September 2022.

Education

• Postdoctoral Fellow (IIT Roorkee) from November 2020 to September 2022
• Ph.D. (2020) in Mathematics from IIT Roorkee
• M.A./MSc (2012) in Mathematics from University of Kashmir, Srinagar
• B.A. (2010) in Mathematics, Economics, and Computer Applications, from University of Kashmir, Srinagar

Experience: Total Teaching Experience 1 year and 02 months

• Assistant Professor: Thapar Institute of Engineering and Technology (Deemed to be University), Patiala, Punjab, since October, 2022.
• Teaching Assistant: Govt. Degree College Kupwara, Jammu and Kashmir, from May, 2013 to February, 2014.

Teaching Interests:

• Calculus
• Complex Analysis
• Real Analysis
• Linear Algebra
• Abstract Algebra

Research Interest:

• Geometric Function Theory
• Semigroups in Geometric Function Theory
• Complex Dynamical Systems

Publications:

Journals

1. Wani, L. A., (Accepted). On a family of p-valently analytic functions missing initial Taylor coefficients. Filomat. [SCIE, Impact Factor 0.988].
2. Swaminathan, A. and Wani, L. A. (2022). Sufficiency for nephroid starlikeness using hypergeometric functions. Mathematical Methods in the Applied Sciences. [SCIE, Impact Factor 3.007].
3. Swaminathan, A. and Wani, L. A. (2022). Subordination-implication problems concerning the nephroid starlikeness of analytic functions. Mathematica Slovaca, 72(5), 1185-1202. [SCIE, Impact Factor 0.996].
4. Cho, N. E., Swaminathan, A. and Wani, L. A. (2022). Radius constants for functions associated with a limacon domain. Journal of the Korean Mathematical Society, 59(2), 353-365. [SCIE, Impact Factor 0.531].
5. Wani, L. A. and Swaminathan, A. (2021). Starlike and convex functions associated with a nephroid domain. Bulletin of the Malaysian Mathematical Sciences Society, 44(1), 79-104. [SCIE, Impact Factor 1.397].
6. Wani, L. A. and Swaminathan, A. (2021). Certain geometric properties of starlike functions related to a limacon domain. Mathematics in Engineering, Science & Aerospace (MESA), 12(2). [Scopus].
7. Wani, L. A. and Swaminathan, A. (2020). Sufficient Conditions and Radius Problems for a starlike Class Involving a Differential Inequality. Bulletin of the Korean Mathematical Society, 57(6), 1409-1426. [SCIE, Impact Factor 0.467].
8. Wani, L. A. and Swaminathan, A. (2020). Radius problems for functions associated with a nephroid domain. Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie A. Matemáticas, 114(4), 1-20. [SCIE, Impact Factor 2.276].
9. Wani, L. A. and Anbhu, S. (2020). Inclusion properties of hypergeometric type functions and related integral transforms. Stud. Univ. Babes-Bolyai Math, 65(2), 211-227. [Scopus].

Book Chapters and Conference Proceedings

• Wani, L. A., & Swaminathan, A. (2021). Sufficient Conditions Concerning the Unified Class of Starlike and Convex Functions. In Mathematical Analysis and Applications (pp. 37-53). Springer, Singapore.
• Swaminathan, A., & Wani, L. A. (2022). A survey of Ma-Minda type function families. In Current research in Mathematical and Computer Science III (pp. 397-423). University of Warmia and Mazury, Olsztyn, Poland.

International Conferences

• Wani, L. A., Radius Constants For Functions Associated with a Limacon Domain, VI International Conference of Mathematics and Computer Science “Congressio-Mathematica”, University of Warmia and Mazury in Olsztyn, Poland (November 21-21, 28-29, 2020).
• Wani, L. A., On a Subclass of Analytic Functions Related to Conic Domains and Having Negative Coefficients, EUROASIA Congress on Scientific Researches and Recent Trends-VII, Baku Eurasia Univer- Sity, Azerbaijan (December 6-9, 2020).
• Wani, L. A., Applications of hypergeometric functions in the theory of differential subordinations, VIII International Conference of Mathematics and Computer Science “Congressio-Mathematica”, University of Warmia and Mazury in Olsztyn, Poland (September 19-25, 2022).

National Conferences

• Wani, L. A., Inclusion Properties and Subordination Results for the Ma-Minda type Starlike Class Associated with a Limacon Domain, International Conference on Mathematical Analysis and Its Applications (ICMAA-2019), Department of Mathematics, South Asian University, New Delhi (December 14-16, 2019).
• Wani, L. A., Sufficient Conditions Concerning the Unified Class of Starlike and Convex Functions, Interna- tional Conference on Mathematical Analysis and Applications (MAA-2020), Department of Mathematics, National Institute Of Technology Jamshedpur, Jharkhand (November 02-04, 2020).
• Wani, L. A., Analytic Functions of Complex Order Involving Hadamard Product, 86th Annual Conference of the Indian Mathematical Society (IMS-2020) - An International Meet, VIT Vellore, (December 17-20, 2020).
• Wani, L. A., Hypergeometric functions and a parametric family of cardioid domains, 87th Annual Conference of the Indian Mathematical Society-An International Meet (IMS-2021), MGM University Aurangabad, (December 04-07, 2021).

Achievement, Awards and Recognitions

• NBHM Postdoctoral Fellowship 2020 (Part II) from the Department of Atomic Energy (DAE), Govt. of India
• CSIR-NET (June 2015) in Mathematics with All India Rank 26
• GATE (2015) in Mathematics with All India Rank 334
• SERB Travel Grant for attending VIII International Conference “Congressio-Mathematica” at University of Warmia and Mazury, Olsztyn, Poland, in September, 2022.

Message to Students Community

• The important thing in life is not triumph but the struggle, the essential thing is not to have conquered but to have fought well.