most citedQuasi-periodic and almost periodic homogenizations of integro-differential equations with Levy operators

3 citations · 4 across the 11 of their papers we have counts for

collaborators

11 papers

math.AP2011

Extended groups of semigroups and backward problems of heat equations

M. Arisawa

In this paper, we are concerned with backward solvabilities of heat equations, in an abstract framework. We show that semigroups in Banach spaces , generated by heat opera…

math.AP2011★ 3 cited

Quasi-periodic and almost periodic homogenizations of integro-differential equations with Levy operators

M. Arisawa

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…

math.AP2010

Homogenization of a class of integro-differential equations with L{é}vy operators

M. Arisawa

The periodic homogenization problem of integro-differential equations of the alpha stable L{é}vy operators is studied in this paper. Thanking to the symmetry of the L{é}vy density,…

math.AP2010

An Interior Gradient Estimate for a class of Second Order Partial Differential Inequalities

M. Arisawa

A uniform gradient for functions u which satisfy a system of N second-order partial differential inequalities is given in this paper. Some structure conditions are given for the co…

math.AP2010

Multiscale Homogenizations for first-order Hamilton-Jacobi-Bellman Equations

M. Arisawa

The quasi-periodic homogenization for some classes of first-order Hamilton-Jaconi-Bellman equation is studied in this paper. The cell problem of the quasi-periodic homogenization s…

math.AP2010★ 1 cited

A localization of the L{é}vy operators arising in mathematical finances

M. Arisawa

The comparison principle and the existence of the solution of the integro-differential equation with L{é}vy operators, in the framework of the viscosity solution, are shown in this…