Here we consider the Wiener model and denotes the phase noise for the k th symbol by e jφk.
McEnany et al. (2011) developed an analysis model and denotes that, with the presently available materials and technology, efficiencies of more than 10%% can be achieved using solar TEG hybrid systems by the cascading of TEGs and under high temperature and optical irradiance operation.
For example, for an asymmetric Gaussian delay model, and denote the uplink and downlink variances, respectively.
Considering the possible energy consumption flow at R k from a statistical perspective, which is called as an on-off model and denoted by (acute {S_{i}}).
We assume a block fading channel model and denote with Hk,j t), t=0,1,…,T−1, the multiple-input multiple-output (MIMO) channel matrix of size N×M between BS j and UE k in block t.
We call the model given in Eq. (1) as full model and denote its sub model as M α, where (alpha = alpha_{0} cup alpha_{l}), α 0 = {0} denotes intercept and α l denotes a non empty subset of (left{ {1,2, ldots,k - 1} right}).
In a scenario with noisy communication links, simply modeled as binary symmetric channels (BSCs), the decision sent by the th sensor can be flipped with a probability corresponding to the cross-over probability of the BSC model and denoted as [18].
Thus, using a simplified path loss model and denoting by P R thr the SU receiver sensitivity threshold, as determined by hardware specifications, the transmission range R T i m of node i over channel m can be estimated as: R T i m = d 0 a P ( i ) P i, m G t G r P R thr · c 0 4 π d 0 f m 2 1 η (1).
In this work, we use the latter model and denote it by BM energy model.
Together, they regulate the expression of lineage-specific downstream genes, which are not further specified in the model and denoted by Mac (x5) and Neut (x6).
