Polynomial Interpolationis the interpolation of a given data set by a polynomial: given some points, find a polynomial which goes exactly through these points. When graphical data contains a gap, but data is available on either side of the gap or at a few specific points within the gap, an estimate of values within the gap can be made by interpolation. Polynomial interpolation is essential to perform sub-quadratic multiplication and squaring such as Karatsuba multiplication and Toom–Cook multiplication, where an interpolation through points on a polynomial which defines the product yields the product itself.
We at MatlabHomeworkExperts have a team who has helped a number of students pursuing education through regular and online universities, institutes or online Programs. Students assignments are handled by highly qualified and well experienced experts from various countries as per student’s assignment requirements. We deliver the best and useful Polynomial Interpolation projects with source code and proper guidance