In this paper, we introduce a vectorial conception of dFCSRs to build these registers over any finite field. We describe the structure of d-vectorial FCSRs and we develop an analysis to obtain basic properties like periodicity and the existence of maximal length sequences. To illustrate these vectorial d-FCSRs, we present simple examples and we compare with those of Goresky, Klapper and Xu.

The CLAS and Hall A collaborations at Jefferson Laboratory have recently released new results for the ep → epγ reaction. We analyze these new data within the Generalized Parton Distribution formalism. Employing a fitter algorithm introduced and used in earlier works, we are able to extract from these data new constraints on the kinematical dependence of three Compton Form Factors. Based on expe...

In real-world environments it is usually diicult to specify target operating conditions precisely. This uncertainty makes building robust classiication systems problematic. We show that it is possible to build a hybrid classiier that will perform at least as well as the best available classiier for any target conditions. This robust performance extends across a wide variety of comparison framew...

We present a simple explanation for the recently observed nearthreshold proton-antiproton enhancement. It is described by a set of low-energy parameters deduced from the analysis of NN̄ experiments at LEAR. We predict a related effect in photoproduction reaction under study by CLAS collaboration.

In this paper we study the distribution properties of d-FCSR sequences. These sequences have efficient generators and have several good statistical properties. We show that for d = 2 the number of occurrences of an fixed size subsequence differs from the average number of occurrences by at most a small constant times the square root of the average.

As part of a broader study of kaon photoproduction on deuterium, the γn → K + Σ − channel was investigated. The data were acquired at Jefferson Lab using the CLAS detector and the Photon-Tagging Facility installed in Hall B. The photon energy range covered was from 0.50 to 2.95 GeV. For the present analysis, the γn → K + Σ − channel was identified by detecting the positive kaon in coincidence w...

In this paper, several new applications for subspace methods are introduced, including: (1) a subspace method used for overcoming generalization/overrtting problem for applications such as face recognition, (2) multiple subspaces constructed from the original sub-space to accommodate the inputs distorted by scaling, rotating, translating etc, and (3) a subspace framework based on which the orig...