Dr. Priyanka Almia | Faculty Mathematics

Dr. Priyanka Almia
Assistant Professor

Dr. Priyanka Almia is a passionate mathematician with a Ph.D. in Mathematics from Kumaun University, Nainital. Her doctoral thesis, titled ‘Differentiable Manifolds and its Various Applications’, focuses on Differential Geometry, Differentiable Manifolds, and Riemannian Geometry. With 5 years of research experience, Dr. Almia has made significant contributions to the field of mathematics, driven by a deep commitment to advancing knowledge and solving complex problems.

During her academic journey, Dr. Almia was honored with the prestigious DST INSPIRE Doctoral Fellowship, recognizing her potential in research. A gold medallist, she dedicated herself to extensive study of academic papers and actively contributed to the field during her tenure as a Junior Research Fellow (JRF) and Senior Research Fellow (SRF).

In addition to her research accomplishments, Dr. Almia has 5 years of teaching experience. She has had the privilege of teaching both undergraduate and postgraduate students at Kumaun University Nainital and SSJ University Almora. Her passion for education drives her to inspire and nurture a deep understanding of mathematics in her students. Dr. Almia finds great satisfaction in watching her students grow academically and strives to inspire the next generation of mathematicians through both her teaching and research.

ORCID ID: https://orcid.org/ and 0000-0002-1958-8022
Vidwan ID: 568563

Google Scholar ID: https://scholar.google.com/citations?hl=en&user=EbSrVvgAAAAJ
Scopus ID: 58546049600

LIST OF RESEARCH PUBLICATION

• Almia, P., and Upreti, J., “η- Ricci solitons on Para- Kenmotsu Manifolds”, Ganita, Vol. 74(1), 2024, 137-149.
• Almia, P., and Upreti, J., “CR- Submanifolds of a Nearly Trans- Hyperbolic Sasakian Manifold with respect to Semi Symmetric Non- Metric Connection”, TWMS J. App. And Eng. Math, Vol. 14(1), 2024, 52-63.
• Almia, P., and Upreti, J., “Eta- Ricci Solitons on Lorentzian Para- Kenmotsu Manifolds”, Bulletin of the Transilvania University of Brasov, (2023) (Accepted).
• Almia, P., and Upreti, J., “Certain Properties of η- Ricci soliton on η- Einstein para Kenmotsu Manifolds, Filomat 37(28), (2023), 9575-9585.
• Almia, P., and Upreti, J., “Some Properties of CR-Submanifolds of a Kenmotsu Manifold”, Journal of The Tensor Society (J.T.S) 14, (2020), 19-29.
• Pandey, S., Almia, P., and Upreti, J., “Investigation of ∗-Yamabe conformal soliton on LP-Kenmotsu manifolds” (Communicated).
• Almia, P., Pandey, S., and Upreti, J., “Study of ζ -RS on Lorentzian metric PS manifolds endowed GSM Connection” (Communicated).
• Almia, P., and Upreti, J., “Eta- Ricci solitons on Kenmotsu Manifold with Generalized symmetric Metric Connection” (Communicated).