In this paper, we consider general Markov chains with discrete time in an arbitrary measurable (phase) space. are given by a classical transition function that generates pair of conjugate linear operators Banach space bounded functions and finitely additive measures. We study sequences Cesaro means powers on the set probability It is proved all limit measures (points) such weak topology generat...

• Introduction of dissipative weak solutions for the Euler equations in framework high-order FE methods. First investigation convergence schemes terms equations. Consistency analysis DG methods without any underlying smoothness assumptions. Recipe obtaining a result solutions. Numerical validation using Cesaro averages Kelvin–Helmholtz problem. In this paper, we present finite element based met...

the present study was undertaken to investigate the role of banana extract (be) on synchronous plantlet formation from seeds of dendrobium lituiflorum lindl. the seedlings formed on modified knudson c (kc) medium supplemented with 20% (v/v) be had significantly high fresh and dry weights. morphologically uniform plantlets with elongated leaves and well developed roots were formed on kc medium w...

Starting with some mild assumptions on the parametrization of the service process, perturbation analysis (PA) estimates are obtained for stationary and ergodic single server queues. Besides relaxing the stochastic assumptions, our approach solves some problems associated with the traditional regenerative approach taken in most of the previous work in this area. First, it avoids problems caused ...

Linear diffusion layer is an important part of lightweight block ciphers and hash functions. This paper presents an efficient class of lightweight 4x4 MDS matrices such that the implementation cost of them and their corresponding inverses are equal. The main target of the paper is hardware oriented cryptographic primitives and the implementation cost is measured in terms of the required number ...

We consider a pair of correlated processes {Zn}n=−∞ and {Sn}n=−∞, where the former is observable and the latter is hidden. The uncertainty in the estimation of Sn upon the finite past history of Zn−1 0 is H(Sn|Z n−1 0 ) which is a sequence of n. The limit of Cesaro mean of this sequence is called the estimation entropy. We show that the estimation entropy is the long run average entropy of the ...