We are improving our search experience. To check which content you have full access to, or for advanced search, go back to the old search.

Search

Please fill in this field.
Filters applied:
Mathematics

Search Results

Showing 1-2 of 2 results

  1. Error Bounds for Newton’s Method Under the Kantorovich Assumptions

    A principle which finds sharp a posteriori error bounds for Newton’s method is given under the assumptions of Kantorovich’s theorem. On the basis of...
    Tetsuro Yamamoto in The Merging of Disciplines: New Directions in Pure, Applied, and Computational Mathematics
    Conference paper 1986

  2. An error analysis for the secant method

    Sharp a priori and a posteriori error bounds are given for the secant method for solving non-linear equations in Banach spaces. The numerical...

    Florian A. Potra in Numerische Mathematik
    Article 01 October 1982
Did you find what you were looking for? Share feedback.