Constructing Choquet integral based operators that generalize weighted means and OWA operators

Notice that linear reconstruction operators based on an stencil of four points typically lose the approximation order in three intervals around discontinuities, while the

From the available capacity of the underlying links as given by the linearized capacity region, we propose two routing algorithms (based on multipath and single path) that find

The characterizations of the class of Lyapunov domains that we prove are in terms of the boundedness properties of certain classes of singular integral operators acting on

In Chapter 2, our aim is to develop the regularity theory of Holder spaces adapted to L and to study estimates of operators like fractional integrals L −σ/ 2 , and fractional powers

In this article we consider singular integral operators with orientation-preserving shift on the space L 2 over the unit circle and coecients of a special structure having

On the other hand, regarding the usual DE models, it is clear that the w 0 w a CDM model, based on wðaÞ ¼ w 0 þ w a ð1
aÞ, is the most flexible of the three, but this comes at a

We present the canonical mappings that relate the spin, bosonic and fermionic operators of the original lattice to bilinear forms of new composite bosons and fermions that describe

The aim of this paper is to study the boundedness of different conical square functions that arise naturally from second order divergence form degenerate elliptic operators.. The