The Monotone and the Dominated Convergence Theorems for an Integral Involving a System of Paths

Authors

  • Daisy Lou Lim
  • Sergio Jr. Canoy

Keywords:

integral, system of paths, monotone, dominated, convergence

Abstract

Recently, Fu introduced the concept of a system of paths and used this to define an integral. For a system consisting of neighborhoods, this integral is equivalent to the Henstock integral. This paper gives the Monotone and the Dominated Convergence theorems of the E-path integral defined by Fu in (3).

Published

04/19/2024

How to Cite

Lim, D. L., & Canoy, S. J. (2024). The Monotone and the Dominated Convergence Theorems for an Integral Involving a System of Paths. ASIA PACIFIC JOURNAL OF SOCIAL INNOVATION, 19(1). Retrieved from https://journals.msuiit.edu.ph/tmf/article/view/374
SECRET?

Ssshh... E.C.R.E.T?

I'd ask for a hint, but I know you'll just give another riddle and call it 'help'.