Suppose we lhave n observationis ftom Y= X+ c, where e is nieasuremiienit error with kiowin distributioni, and the denesity f of X is uniknowii withi thte nloln-paraniietric conistrainit
James CollianderDepartment of Mathematics, University of TorontoGigliola StaffilaniDepartment of Mathematics, Massachusetts Institute of TechnologyMarkus KeelDepartment of Mathematics, University of Minnesota Twin CitiesHideo TakaokaDepartment of Mathematics Faculty of Science, Kobe UniversityTerence TaoDepartment of Mathematics, University of California
The goal of this paper is to prove the well-posedness for the governing
equations which are used for cylindrical cloaking simulation. A new
time-domain finite element scheme is developed to solve the governing equations.
Numerical results demonstrating the cloaking phenomenon with the
cylindrical cloak are presented. We finally extend the analysis and simulation
to an elliptical cloak model.