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In [1, 3, 7, 8], many new mathematical models were developed to represent the limiting distribution of a specified stochastic, and the developed models successfully employ fractional derivatives in respective diffusion equations.
A nonlinear mathematical model is developed to represent the MLG dynamics.
In the region well below coincidence approximate analytical expressions are developed to represent the radiation efficiency.
A probability based simulation was developed to represent the observed behaviour.
This paper focuses on the plume model which has been specifically developed to represent the AFBC.
Regression analysis models were developed to represent the relationships between pavement conditions and hump characteristics.
Tradeoff (Pareto) curves are developed to represent the multi-objective optimization results and tradeoffs.
First, a numerical model is developed to represent the thermal behavior and predict the cycle time.
A specific mechanical model was developed to represent the creep behaviour of the bulk tissue.
A nonlinear state-space model is developed to represent the reactor behavior in terms of mass and energy balances.
Two kinetic models are developed to represent the oxidation of phenol in both unpromoted PC and Fe-assisted PC systems.
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