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The information theoretic capacity for such a scheme is studied in [16] and [17] by considering a deterministic channel model and a Gaussian two-pair two-way full-duplex relay network, respectively.
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First, the accuracy of the proposed formulation is assessed considering a deterministic crack growth problem.
One starts by considering a small deviation from the deterministic steady state [ X → ] → [ X → ] + Δ → on the REs of the full network.
The signal strength of each received packet is computed by considering a statistical component modeling fading and a deterministic one accounting for urban obstructions.
A broad computational experience is presented by considering a network case study taken from the literature, where the problem was only treated as a deterministic 0-1 model.
Ji and Zhang [16] consider a deterministic global optimization algorithm by utilizing a transformation technique and a linearizing method.
Consider a deterministic world and a set of quantities S with certain causal relations holding between them.
Now consider a deterministic utility function with only two socio-economic factors: gender and age.
where ρ=λ·T M. If we consider a deterministic packet arrival and a deterministic service time, then W q is equal to zero [15, 23].
So far, we have considered a deterministic transmission model within an unchanging environment.
We consider a deterministic representation of a system of N H haplotypes.
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