Abstract: In this talk, I will present an overview of my research works and briefly discuss my future plans. My research interests broadly lie in categorical algebra / category theory and generalized algebraic geometry. In particular, my works are related to the fields of \mathbb{F}_1-geometry (algebraic geometry over more general algebraic objects than rings), noncommutative algebraic geometry (in the sense of ‘spaces’ represented in terms of categories), tensor triangulated categories, DG-categories and Hopf Algebras. My talk will have two separate parts. In the first part I will talk about my projects related to \mathbb{F}_1-geometry and the second part will involve projects related to enriched category theory, DG-categories and tensor triangulated categories.