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For simplicity, the notation μ ( P ) will be preferred instead of μ ( 〈 P 〉 ).
For simplicity, the notation is used again to represent the time variable in defining the time-varying spectrum.
For simplicity, the notation ((n_{ID}, seq)) is used to represent v in the provenance of p. The notation (hbox {Host} v)) denotes the host node's ID of v, i.e., the first element of the pair representing v, that is, (v.{n_{ID}}).
For simplicity, the notation "PN" in the figures is intended to refer to this mixture.
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But to keep the simplicity of the notation, we only consider the case of scalar Brownian motion.
(Note that the identity matrix can be replaced by a permutation matrix. For the simplicity of the notation, in the rest of the paper will be used).
bFor the sake of simplicity in the notation, pseudo-likelihood functions will be denoted as p instead of defining a specific notation for it.
For the sake of simplicity in the notation and only in this section devoted to the busy period model, time is normalized to the DQMAN frame duration.
Sometimes, for simplicity in the notation and where the context is clear, we will write u, v, and w as functions depending only of x.
For simplicity in the notation and the mathematical developments, we will consider only one type of traffic but a possible extension to mixed traffics is presented later on.
a For the sake of simplicity of the notation, we omit the maximization operation of the acquisition test function over the signal synchronization parameters (f d,τ) and its dependency in the rest of the paper.
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