Contact: +91-9711224068
International Journal of Applied Research
  • Multidisciplinary Journal
  • Printed Journal
  • Indexed Journal
  • Refereed Journal
  • Peer Reviewed Journal

ISSN Print: 2394-7500, ISSN Online: 2394-5869, CODEN: IJARPF

IMPACT FACTOR (RJIF): 8.4

Vol. 10, Issue 2, Part C (2024)

Differential calculus in modelling predator-prey interactions within ecosystems after the introduction of invasive species

Differential calculus in modelling predator-prey interactions within ecosystems after the introduction of invasive species

Author(s)
Neelesh Sajin Mangalam
Abstract
The spread of Cheetahs in the Kuno National Park is modelled by a simple diffusion model, which is a partial differential equation, after assuming a system of only species of predator, cheetahs, and one species of prey, deer. It is found the population of cheetahs expands radially outwards from the point they have been released, whilst the population of deer reduces proportional to the increase in cheetah population.
Pages: 182-190  |  132 Views  57 Downloads


International Journal of Applied Research
How to cite this article:
Neelesh Sajin Mangalam. Differential calculus in modelling predator-prey interactions within ecosystems after the introduction of invasive species. Int J Appl Res 2024;10(2):182-190.
Call for book chapter
International Journal of Applied Research
Journals List Click Here Research Journals Research Journals