EMPLOYING DIFFERENT TYPES OF TAYLOR-LIKE METHODS FOR IMAGE PROCESSING AND INITIAL VALUE PROBLEMS

Many articles have addressed different methods to solve numerical problems but in this paper, Sine-Cosine-Taylor like, Cosine Taylor like and Explicit Taylor like methods are used which is utmost importance to solve image processing and initial value problems. It is pertinent to point out that, the employed methods are an elegant coupling of Taylor’s series and the results particularly disclose the effectiveness of adapted approaches to solve the considered problems. Simulation outputs and numerical results explicitly reveal the complete reliability of adapted algorithms.