We address the question of stability quantum trajectories, also referred as filters}. determine limit fidelity between true trajectory and {estimated one}. Under a purification assumption we show that this equals to one meaning filters are stable. In general case, under an identifiability spectral Cesaro mean estimated is same one.

We investigate the relevance of application of game theory to the field of wireless ad-hoc networks. We give distributed algorithms for routing and multihoming in wireless ad-hoc networks. We propose a distributed routing scheme for a broad class of wireless ad-hoc networks which converges (in the Cesaro sense) to the set of Cesaro-Wardrop equilibria. Convergence is established by formulating a...

Abstract In the present paper, a theorem on θ −| T; δ | k summability method of an infinite series is proved, and also by using this method, result trigonometric Fourier obtained.

In this paper a general theorem on absolute weighted mean summability factors has been proved under weaker conditions by using an almost increasing and δ-quasi-monotone sequences.

In this paper we prove that if Λ ∈ M p (R N) and has compact support then Λ is a weak summability kernel for 1 < p <

The paper introduces a new concept of strong summability and statistical convergence of sequence of fuzzy numbers. Further, these two concepts are studied and established relations between them.

In this paper we shall discuss the relation of the convergence or (C, 1) summability of a sequence to that of its subsequences. Some analogous questions for subseries have been considered [ö]. Let {sn} be an arbitrary sequence. We can obtain a 1-1 map of its infinite subsequences on the interval 0 < / ^ l as follows. Let /= .a ia 2 a 3 • • • be the infinite dyadic expansion of a point / of the ...