Recent content by KOBES

I just had a thought... it seems to me that a nested integration by parts might work. The idea came to me by looking at the "simple" but representative example above. This should also work for Bernstein polynomials, as their derivatives eventually become zero, in a similar fashion to the monomials.

Integrating a product of two functions - one "lags" the other I am wondering if there is a way to integrate the following function without first expanding the brackets: \int\limits_{x1}^{x2} x^2\left(x-a\right)^2\,dx The idea behind the question is a bit more complex than I am letting on...