The effects of fluctuations in the subgrid scales on the resolved scale values of these scalars is accounted for through the use of a presumed shape subgrid probability density function (sgpdf) for ξ; a β-function has been used in the present case.
In all networks, linear transfer functions have been used in the outer layers.
It is for this reason that simplified economic objective functions have been used in the past.
Symmetric Gaussian and Lorentz functions have been used in the context of MS peak modelling.
Two different loading functions have been used in this study.
Transition function of Tausig has been used in the hidden layer and transition function of linear has been used in output layer.
Altering functions have been used in metric fixed point theory in recent papers [20 22].
Several potential energy functions have been used in modelling protein structures [27], [37], [38].
Exponential function has been used as the function f in (8), when calculating the path metrics.
In our case, the nonlinear function has been used: (7).
