Quasi-periodic and almost periodic homogenizations of   integro-differential equations with Levy operators
  In this paper, we studied quasi-periodic and almost periodic homogenizations of integro-differential equations with Levy operators, which contain alpha stable Levy densities. This is the intermediate stage between the periodic homogenization and the stochastic homogenization of the non-local problem, and is the straight forward generalization of the case of partial differential equations. 
M. Arisawa
math.AP math.PR