We present a realistic direct computational approach to recover the CGO solutions and conductivity from partial Neumann-to-Dirichlet data for electrical impedance tomography.
IN THIS STUDY WE PROPOSE TO RESTORE IMAGES CORRUPTED BY DATA-DEPENDENT MULTIPLICATIVE NOISE(OF GAMMA OR GAUSSIAN DISTRIBUTION AND LINEAR SHIFT-INVARIANT BLUR)USING A VARIATIONAL FRAMEWORK.
We address the registration problem of genus-one surfaces with prescribed landmark constraints using a special class of Quasi-conformal maps called Teichmuller maps(T-Maps).
We develop a two-level algorithm for the weak Galerkin(WG)finite element methods based on local RT and BDM mixed elements for two-and three-dimensional diffusion problems.
In this talk we review the general methodology of the Multilevel Monte Carlo method for estimation of the variance and higher order central statistical moments for forward uncertainty propagation,addr
From the actual production in iron and steel industry,we considered the inventory problem of the stability in the supply chain.In this paper,the complex dynamic behaviors which are produced by supply
In this paper,we consider the stabilization of the wave PDE-ODE system with Dirichlet interconnection and with the external disturbance flowing the control end.Combining with backstepping approach,the
Isocyanoacetate derivatives are useful building blocks for the synthesis of a number of important classes of nitrogen heterocycles,so their additions with various C=O,C=N,N=N,C=C acceptors have receiv