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Investigation of mechanisms of biological transport phenomena on cellular network utilizing analytical & computational tools

Investigation of multistability in feedback regulated nonlinear systems

Investigation of Prediction models & privacy-aware user interest dynamics in physical activity recommender system with heterogeneous data sources

Investigations on multivariate constrained approximation with fractal functions & its application in Geometric modelling

Ising & Potts measures on large sparse graphs

Joyful Learning of mathematics Through Active Participation Infold, Unfold, Refold Shape

The project aims to enhance children's imagination, problem-solving abilities, creativity, motor skills, and scientific attitude by preparing, recognizing shapes, understanding their relationships with sizes, lines, angles, surfaces, solids, space, a

Kms states on the C*- Algebras of fell bundles over Etale groupoids

Lacunary maximal functions for Dunkl operators

Lacunary Weak Convergence of Sequences

The Ph.D. thesis focuses on the generalized difference lacunary weak convergence of sequences, the second order difference quantum difference operator, lacunary weak convergence of sequences defined by Orlicz function, lacunary statistically weak con

Layer resolving numerical schemes & their analysis for certain class of singular perturbation problems with smooth & nonsmooth data