New Polynomial Bounds for Jordan's and Kober's Inequalities Based on the Interpolation and Approximation Method.

In this paper, new refinements and improvements of Jordan's and Kober's inequalities are presented. We give new polynomial bounds for the s i n c (x) and cos (x) functions based on the interpolation and approximation method. The results show that our bounds are tighter than the previous methods. [ABSTRACT FROM AUTHOR]