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The resulting method has the following features: (i) It inherits its conservation properties from the underlying base scheme.
The following limitations have restricted its applications: (i) It is expensive.
Is i it the Chinese?
(iii) ⇒ (i): It follows from Theorem 1. □ .
(i) It is claimed that, for all. .
(i) It is an everywhere continuous function.
⇒ (i): It follows from Theorem 1. □.
By continuity of each ψ i, it follows that.
By Lemmas 50 iii) and 48(i), it follows that.
(i) It is obvious that is continuous on and when. .
(i) : it denotes the number of RREQ retransmission. .
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