Abstract
The construction of two novel integration algorithms are proposed by formulating Runge-Kutta embedded techniques based on geometric mean (GM) coupled with contra-harmonic mean and harmonic mean with error control under general cellular nonlinear network paradigm. This paper attempts to analyze the performance of hole-filling cellular nonlinear network arrays through potential behaviour of newly proposed versatile algorithm. A promising simulation result shows that more quantitative analysis has been carried out to clearly visualize the goodness and robustness of the proposed embedded algorithms for hole-filler.
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