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We propagate each sample from the set by a propagation function,, using.
The form of is a propagation function we used.
If the influence propagation function σ is super-modular, AM2CP is an optimal solution for M2CP.
Therefore, the influence propagation function σ in the LT model is super-modular.
where E is Gaussian noise and g(s ' t (n)) is a propagation function.
Their effect on the propagation function has been verified by means of parametric BEM computations.
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Given a state vector s, we denote the evaluation of a propagation function-vector p by the function (mathcal {E}) as shown below: begin{array}rcl@ mathcal{E}_{textbf{s}}llbracket(p_{1},ldots,p_{k})rrbracket & = & (mathcal{E}_{textbf{s}}llbracket p_{1}rrbracket, ldots, mathcal{E}_{textbf{s}}llbracket p_{k}rrbracket) end{array} (11).
Second, the back propagation functions of all newly designed layers are obtained.
Such formulae are available in the literature for modal propagation functions and power-line amplitude characteristic.
In the results, we do not assume that the signal propagation functions satisfy the Lipschitz condition and do not require them to be bounded, differentiable or strictly increasing.
In practice, this is accomplished by alternating forward and inverse Fourier transforms with an element-wise complex multiplication in between each with either the transmission or propagation functions.
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