Additional Information
Author(s) | Rața Ioan |
---|
We consider a differential operator of the form Au(x) = α(x)u”(x), 0 ≤ x ≤ 1. Under suitable assumptions, it generates a semigroup (T(t))t≥0 which can be approximated by iterates of the Bernstein-Schnabl operators. We obtain quantitative results concerning the behaviour of T(t) when t → 0 + and t → +∞.
Author(s) | Rața Ioan |
---|