We found a match
Your institution may have access to this item. Find your institution then sign in to continue.
- Title
Introducing Calculus Students to Riemann Products.
- Authors
Savoye, Philippe
- Abstract
The given text discusses the use of Riemann approximating sums in calculus courses. It explains how Riemann products can be used to evaluate limits and emphasizes the importance of a specific condition for these products to approach 1 as N approaches infinity. The text also explores the convergence of infinite products and their relationship to infinite series. It provides a heuristic derivation of the limiting values of Riemann products and their connection to Riemann sums. The article concludes by discussing the validity of switching the order of sums and provides a reference for further exploration in real analysis.
- Subjects
CALCULUS; DISCRETE mathematics; INTEGRAL calculus; DEFINITE integrals; RIEMANN-Hilbert problems
- Publication
MathAMATYC Educator, 2024, Vol 15, Issue 3, p24
- ISSN
1947-279X
- Publication type
Article