I started my research career with some problems in Real Analysis, related to the notions of Density and the associated Ideals in Summability Theory. Later it converged to the Set-Theoretic structures of Ideals and eventually the topics included in the subject commonly known as "Infinite Combinatorics and Forcing". However, it has vast applications in all of Set Theory.
Like most of the people, I am an admirer of Kurt Godel's works.
Here is my CV with my research articles in it.