Contact Line (+234) 703-093-9342
HealthFlex
×
  • Home
  • About Us
    • Message From the Dean
    • Meet The Team
      • SAC Team
      • LOC Committee
  • Our Journal
    • Journal Cover Page
    • IJNAS Volume 1. No.1
    • IJNAS Volume 2. No.1
    • IJNAS Volume 2. No.2
    • IJNAS Volume 3. No.1&2
    • IJNAS Volume 4. No.1&2
    • IJNAS Volume 5. No.1&2
    • IJNAS Volume 6. No.1&2
    • IJNAS Volume 7. No.1&2
    • IJNAS Volume 12
  • Conferences
    • Conference 2020
    • Conference 2019
    • List of Hotels
    • Conference Programme
  • CSN-CRS 2020
  • Resources
    • Conference Programme
      • List of Hotels
  • Contact Us

Discrete quadrature method for singular integrals on closed smooth contours. – I. O. Isaac

November 28, 2020Journals Vol1. No1

ABSTRACT

In this paper, a discrete quadrature structure is worked out for the numerical solution of a singular integral of the form ∫Ω−=dtttttI00)()(ψ where t0 ∈ Ω, ψ(t) is smooth and belongs to the Holder’s class H(α) on Ω. Ω is a closed smooth contour, which may be a standard circle of radius r or a closed Lyapunov contour. Some numerical results are obtained for the case of a unit circle with center at the origin.

Keywords: Discrete quadrature method, Singular integral, Lyapunov contour.

Download Full Article

Contact Us

(+234) 703-093-9342

info@unicalfps.com

http://www.unicalfps.com

Faculty of Physical Sciences, University of Calabar. P.M.B 1115 – Calabar. Nigeria

Quick Links

  • Home
  • About Us
    • Message From the Dean
    • Meet The Team
      • SAC Team
      • LOC Committee
  • Our Journal
    • Journal Cover Page
    • IJNAS Volume 1. No.1
    • IJNAS Volume 2. No.1
    • IJNAS Volume 2. No.2
    • IJNAS Volume 3. No.1&2
    • IJNAS Volume 4. No.1&2
    • IJNAS Volume 5. No.1&2
    • IJNAS Volume 6. No.1&2
    • IJNAS Volume 7. No.1&2
    • IJNAS Volume 12
  • Conferences
    • Conference 2020
    • Conference 2019
    • List of Hotels
    • Conference Programme
  • CSN-CRS 2020
  • Resources
    • Conference Programme
      • List of Hotels
  • Contact Us
Copyright ©2019 all rights reserved