Active Thermal Cloaking and Mimicking

There are also various local existence and uniqueness results, as well as smoothing estimates for solutions of the space inhomogeneous Landau equation under the assumption of

We think that the results in those papers may be very useful to study the control of a channel flow coupled with a beam equation, with periodic boundary conditions at the

We prove logarithmic stability in the parabolic inverse problem of determining the space- varying factor in the source, by a single partial boundary measurement of the solution to

The purpose of our present paper is to study fine properties of the solution to the stochastic heat equation driven by a Gaussian noise which is fractional in time and colored

Each V1 cell is defined by a dynamic neuron entity, inte- grating in time the local motion information contained in the input stimulus together with the responses of neighbor- ing

A variational formulation is employed to establish sufficient conditions for the existence and uniqueness of a solution to the ITP, provided that the excitation frequency does

Each V1 cell is defined by a dynamic neuron entity, integrating in time the local motion information contained in the input stimulus together with the responses of neighboring

We study the asymptotic behavior of the spatial quadratic variations for the solution to the stochastic heat equation with additive Gaussian white noise1. We show that these