haykaleksanyan.com - Hayk Aleksanyan

Description: I am a mathematician with research interests in Harmonic and Fourier analysis, elliptic PDEs, free boundary problems, lattice growth models, convex geometry, and approximation theory.

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Welcome to this obscure corner of the Web where I hang my hat.

I am a mathematician turned into Machine Learning researcher/engineer. My research interests in mathematics concern Harmonic and Fourier analysis, elliptic PDEs, free boundary problems, lattice growth models, convex geometry, and approximation theory. My papers with short summaries are available in the Papers section.

I completed my PhD at School of Mathematics at The University of Edinburgh in June 2015 working on homogenization of Dirichlet problem for elliptic systems. I spend part of my 3 years at Edinburgh on research stays at Issac Newton Institute for Mathematical Sciences , Royal Institute of Technology (KTH) and Mittag-Leffler Institute . From 2015-2017 I worked as a post-doctoral researcher at the Department of Mathematics of Royal Institute of Technology (KTH) at Stockholm.