Journal of Differential Equations - Volume: 419 - Garain P.; Lindgren E.; Tavakoli A.
The Department of Mathematical Sciences was established in the year 2016 to envision mathematicians who contribute to and promote Mathematic education. As a growing department, we are a group of researchers working to pursue academic excellence and train students for their academic and non-academic careers. The department will keep focusing on strengthening the existing research areas and exploring new areas of research committing towards high ethical values. As a part of the promotion of collaborative research, we organize several workshops and conferences.
The Department actively encourages motivated project students, PhD scholars, and post-doctoral fellows to join its dynamic research environment. Our faculty members work across several forefront areas of modern mathematics, with particular emphasis on Algebraic Geometry, Lie groups, Harmonic analysis and Geometric Measure Theory, Analysis of elliptic and parabolic pde,Quantum information theory,Representation Theory of p-adic Groups and various branches of Number Theory.
We strive to cultivate a collaborative and intellectually stimulating atmosphere where young researchers can engage deeply with fundamental problems, participate in seminars and advanced reading groups, and contribute to ongoing research initiatives. Candidates with a strong mathematical background and a passion for exploratory research are warmly invited to be part of our growing academic community.
Journal of Differential Equations - Volume: 419 - Garain P.; Lindgren E.; Tavakoli A.
Revista Matematica Complutense - Volume: 38 - Garain P.; Pchelintsev V.; Ukhlov A.
Nonlinear Analysis, Theory, Methods and Applications - Volume: 256 - Garain P.
Proceedings of the Edinburgh Mathematical Society - Volume: N/A - Gongopadhyay K.; Lohan T.; Maity C.
Essays on Geometry: Celebrating the 65th Birthday of Athanase Papadopoulos - Volume: N/A - Gongopadhyay K.; Maity C.
The group aims at understanding the mechanism of evolution of adaptive and non-adaptive characters in organisms. By employing phenotypic manipulation experiments, primarily using laboratory fruit fly populations, his group investigates phenotype - fitness correlations. The group then employs Experimental Evolution to investigate the evolution of these phenotypes in experimental populations in real-time.
The group aims at understanding the mechanism of evolution of adaptive and non-adaptive characters in organisms. By employing phenotypic manipulation experiments, primarily using laboratory fruit fly populations, his group investigates phenotype - fitness correlations. The group then employs Experimental Evolution to investigate the evolution of these phenotypes in experimental populations in real-time.
The group aims at understanding the mechanism of evolution of adaptive and non-adaptive characters in organisms. By employing phenotypic manipulation experiments, primarily using laboratory fruit fly populations, his group investigates phenotype - fitness correlations. The group then employs Experimental Evolution to investigate the evolution of these phenotypes in experimental populations in real-time.
The group aims at understanding the mechanism of evolution of adaptive and non-adaptive characters in organisms. By employing phenotypic manipulation experiments, primarily using laboratory fruit fly populations, his group investigates phenotype - fitness correlations. The group then employs Experimental Evolution to investigate the evolution of these phenotypes in experimental populations in real-time.