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# Yifeng Yu : Random Homogenization of Non-Convex Hamilton-Jacobi Equations in 1d

I will present the proof of the random homogenization of general coercive Hamiltonian in 1d with the form as H(p,x,\omega)=H(p)+V(x, \omega). Some interesting and complex phenomena associated with non-convex Hamiltonian will also be discussed. This is a joint work with Scott Armstrong and Hung Tran.

**Category**: Applied Math and Analysis**Duration**: 01:34:50**Date**: December 2, 2014 at 4:25 PM**Views**: 99-
**Tags:**seminar, Applied Math And Analysis Seminar

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