Research
The primary topic for my project is " Homogenization and dimension reduction of heterogeneous thin membranes for a setting involving reaction-diffusion equations with nonlinear angled operations ". Essentially, we investigate the weak solubility of the problem and derive the effective model equations by performing the periodic homogenization simultaneously with the dimension reduction.
Other important questions that we investigate concern corrector estimates, multiscale approximations, and search for improved hybrid models.
Bio
I graduated in 2018 from Tata Institute of Fundamental Research Center for Applicable Mathematics, Bangalore, India with Mathematics as a specialization.