Subgraphs (a) and (b) denote the trajectory and frequency of the discrete Markov chain (r_{n}) taking value in ({1,2,3} ), respectively.
In most existing works, the RF-to-DC conversion efficiency is regarded as a constant taking value in (0,1], referring to the linear EH model.
Among these, 10,000 files have a difference Δ = BR2-BR1 betheen the second and the first bit-rate which is positive, taking value in [32, 64, 96, 128] kbit/s; 10,000 files have a negative difference Δ taking value in [-128, -96, -64, -32] kbit/s and 5,000 files have Δ = 0.
As an active branch of mathematics over the past 40 years, Clifford analysis usually studies the solutions of the Dirac equation for functions defined on domains in Euclidean space and taking value in Clifford algebras; see, for example, [7].
Proof Let X : = C [ a, b ] (the set of continuous functions defined on C [ a, b ] and taking value in ℝ) with the usual supremum norm, that is, ∥ x ∥ = sup a ≤ t ≤ b | x ( t ) |, for x ∈ C [ a, b ].
This paper is concerned with the mixed H∞ and passivity based state estimation for a class of discrete-time fuzzy neural networks with the estimator gain change, where a discrete-time homogeneous Markov chain taking value in a finite set Γ="{0,1} is introduced to model this phenomenon.
