Exclusive-OR (XOR) operation plays an important role in the hardware implementation of many cryptographic algorithms. Since the hardware implementation of XOR gate is vulnerable to side channel analysis such as power analysis attacks, efficient countermeasures are required. The existing approaches provide countermeasures by placing more number of transistors at key locations in the gate impleme...

In real world scenario, large number of features represents a data, but all these are not useful.In this paper,hybrid algorithm comprising modified genetic (GA) for segmentation andnormalised sum square deviation (NSSD) feature selection is proposed. The proposed tested one standard dataset, which gives an average accuracy 94.3% neural network classifier. Keywords: Classification, segmentation,...

A low cross-polarization slot array antenna in the narrow wall of ridge waveguide is presented. A non-angled slot which is created in the narrow wall of the ridge waveguide is considered to be used as radiating resonant slot. The normalized resistance and normalized reactance curves are presented for design purposes. A six element slot array waveguide antenna with ridges on its narrow wall is t...

This paper studies the problem of scheduling jobs on identical parallel processors to minimize workload balancing criteria. While workload balancing is certainly an important criterion given the need of production systems to use all of their resources efficiently, there is no established measure of performance in the scheduling literature that characterizes total workload balance. In this paper...

We consider a stochastic differential equation and its Euler-Maruyama (EM) scheme, under some appropriate conditions, they both admit unique invariant measure, denoted by π πη respectively (η is the step size of EM scheme). construct an empirical measure Πη scheme as statistic πη, use Stein’s method developed in Fang, Shao Xu (Probab. Theory Related Fields 174 (2019) 945–979) to prove central l...

Let fXn;n 1g be i.i.d. R d-valued random variables. We prove Partial Moderate Deviation Principles for self-normalized partial sums subject to minimal moment assumptions. Applications to the self-normalized law of the iterated logarithm are also discussed.