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The Procedure is said to be thrilling, exalting, illuminating, surprising, elitist and very, very important.
If implies that, then the iteration procedure is said to be -stable.
Cell search procedure is said to be failed in case UE fails to decode the broadcast data channel.
If implies that, then the iterative procedure is said to be -stable or stable with respect to.
The iteration procedure is said to be -stable with respect to if converges to a fixed point of and whenever is a sequence in with we have.
There are many ways of making the initial division, and a choice procedure is said to be path independent if the choice we arrive at in the end is independent of which division we start with (Plott 1973: 1080).
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Then the iterative procedure (1.18) is said to be ( S, T ) -stable or stable if and only if lim n → ∞ ε n = 0 implies lim n → ∞ S y n = p. Definition 1.4 [2, 3].
The iteration procedure (2.3) is said to be summably almost T-stable or summably almost stable with respect to T if and only if sum_{n=0}^{infty}varepsilon_{n}< infty quad text{implies that}quad sum_{n=0}^{infty}d y_{n},p)< infty.
Though good for standard procedures, Japan is said to be falling behind other industrialised countries in keeping up with new medical technologies.
If ({y_{n}}) is a bounded sequence and (lim_{n rightarrow infty}varepsilon_{n}=0) implies that (lim_{n rightarrow infty}y_{n}=x^), then the iteration procedure (x_{n+1}=f(T,x_{n})) is said to be boundedly T-stable.
If (lim_{n rightarrowinfty}varepsilon_{n}=0) implies that (lim_{n rightarrowinfty}y_{n}=x^), then the iteration procedure (x_{n+1}=f(T,x_{n})) is said to be T-stable.
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