Comparative Study of Different Central Difference Interpolation Formulas


Aanchal Chandel, Rk Poonia
Department of Mathematics, Chandigarh University, Gharuan, Mohali, Punjab, India.


When taking care of issues utilizing numerical strategies it is generally important to set up a model and to record conditions communicating the limitations and actual laws that apply. These conditions should now be tackled and a decision introduces itself. One route is to continue utilizing regular strategies for math, getting an answer as a recipe, or set of formulae. Another strategy is to communicate the conditions so that they might be addressed computationally, i.e. by utilizing strategies for mathematical examination or Numerical analysis. In this paper we are aimed to discuss interpolation, various methods to solve central difference interpolation, their generalizations. Applications of interpolation are also discussed and one can easily understand the concepts of the paper.