Abstract. In this paper, we construct two binary linear codes associated with multi-dimensional and m−multiple power Kloosterman sums (for any fixed m) over the finite field Fq. Here q is a power of two. The former codes are dual to a subcode of the binary hyper-Kloosterman code. Then we obtain two recursive formulas for the power moments of multi-dimensional Kloosterman sums and for the m-mult...

We propose a recursive multi-resolution collaborative architecture (MRCA), based on multi-agent coordination mechanisms as a solid foundation for the development of web-centric cooperative applications in global manufacturing. The architecture consists of three layers: a low-level internetworking communication-support layer; a coordination layer ± managing inter-agent cooperation through intell...

We study the classi cation of recursive predicates and languages. In particular, we compare the classi cation of predicates and languages with the classi cation of arbitrary recursive functions and with learning. Moreover, we re ne our investigations by introducing classi cation with a bounded number of mind changes and establish a new hierarchy. Furthermore, we introduce multi{classi cation an...

In this paper we examine the optimal throughput of recursive filter using varies optimization techniques, which are relevant for real time application. By formulating filter design as a multi-objective optimization problem and approaching. Different approaches use for implementing of these methods on hardware. In this work FPGA implementation of recursive filters are examined and the comparison...

In this article we introduce (combinatorial) multi{color discrepancy and generalize some classical results from 2{color discrepancy theory to c colors. We give a recursive method that constructs c{colorings from approximations to the 2{color discrepancy. This method works for a large class of theorems like the six{standard{deviation theorem of Spencer, the Beck{Fiala theorem and the results of ...