%0 Journal Article %1 mdjashimuddinmethod %A Uddin, Md. Jashim %A Kowsher, Md. %A Moheuddin, Mir Md. %D 2019 %J Applied Mathematics and Sciences: An International Journal (MathSJ) %K Central Difference Formula Gauss’s Interpolation %N 2/3 %P 01 - 14 %T A NEW METHOD OF CENTRAL DIFFERENCE INTERPOLATION %U https://airccse.com/mathsj/papers/6319mathsj01.pdf %V 6 %X In Numerical analysis, interpolation is a manner of calculating the unknown values of a function for any conferred value of argument within the limit of the arguments. It provides basically a concept of estimating unknown data with the aid of relating acquainted data. The main goal of this research is to constitute a central difference interpolation method which is derived from the combination of Gauss’s third formula, Gauss’s Backward formula and Gauss’s forward formula. We have also demonstrated the graphical presentations as well as comparison through all the existing interpolation formulas with our propound method of central difference interpolation. By the comparison and graphical presentation, the new method gives the best result with the lowest error from another existing interpolationformula.

@article{mdjashimuddinmethod, abstract = {In Numerical analysis, interpolation is a manner of calculating the unknown values of a function for any conferred value of argument within the limit of the arguments. It provides basically a concept of estimating unknown data with the aid of relating acquainted data. The main goal of this research is to constitute a central difference interpolation method which is derived from the combination of Gauss’s third formula, Gauss’s Backward formula and Gauss’s forward formula. We have also demonstrated the graphical presentations as well as comparison through all the existing interpolation formulas with our propound method of central difference interpolation. By the comparison and graphical presentation, the new method gives the best result with the lowest error from another existing interpolationformula.}, added-at = {2021-03-18T06:01:15.000+0100}, author = {Uddin, Md. Jashim and Kowsher, Md. and Moheuddin, Mir Md.}, biburl = {https://www.bibsonomy.org/bibtex/2351820875c520a2fb069306cf55e54b3/journalmathsj}, interhash = {8d55e9d0ec975c178869d1c3ce541e3d}, intrahash = {351820875c520a2fb069306cf55e54b3}, journal = {Applied Mathematics and Sciences: An International Journal (MathSJ)}, keywords = {Central Difference Formula Gauss’s Interpolation}, month = {September}, number = {2/3}, pages = {01 - 14}, timestamp = {2021-03-18T06:01:15.000+0100}, title = {A NEW METHOD OF CENTRAL DIFFERENCE INTERPOLATION}, url = {https://airccse.com/mathsj/papers/6319mathsj01.pdf}, volume = 6, year = 2019 }