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We assume that the sensed data per node will be L bit.
A signature of length l can be generated through the superposition of l bit sequences of length 1, i.e., the result of binary OR, where the l bit sequences are generated by a certain set of hash functionsb.
If l bit message is transmitted/received over a distance d, then the energy expense is given as follows: begin{array}rcl@ E_{W}=E_{ Tx/Rx} l ,d left{ begin{array}{lr} l E_{text{elec}}+lepsilon_{fs}d^{2},& d<d_{0} l E_{text{elec}}+l epsilon_{mp}d^{4},& dgeq d_{0} end{array} right.
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Since all nodes' energy levels should be shared, totally N(l o g N+l o g L) bits are needed to convey the required information for a decision.
Once all the L bit-planes of a DCT band of a Wyner-Ziv frame are LDPCA decoded, the obtained L binary M-tuples b1, b2,..., b L are combined to form the decoded quantization indices of the coefficients of the band.
The amount of data is fixed to l bits.
Considering its physical realization, we truncate it to L bits.
In this case, l bits are sent to user k and (m -l) bits are sent to user k* [12].
Let Cagg s,l) be the energy spent in aggregating s streams of l bits raw information into a single stream of l bits of aggregated information.
Node s distributes its ML bits among other nodes inside its cluster, L bits for each.
Thus, each node in the cluster has L bits of s.
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