• STABILITY ANALYSIS OF MUTUALISTIC INTERACTIONS AMONG THREE SPECIES WITH LIMITED RESOURCES FOR FIRST AND SECOND SPECIES AND UNLIMITED RESOURCES FOR THIRD SPECIES

Munde A. B., *Dhakne M. B.

Abstract


In this paper, a mathematical model consisting of mutualistic interactions among three species is proposed and analyzed. The local stability analysis of the system is carried out in each of the following three cases: (1) The death rate of any one (say third) species is greater than its birth rate. (2) The death rate of any two (say second and third) species are greater than their birth rate. (3) The death rate of all the species are greater than their birth rate.

Keywords


Mutualism model, Equilibrium point, Stability, Limited and unlimited resources.

Full Text:

PDF


Creative Commons License
This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License.
© 2010-2022 International Journal of Mathematical Archive (IJMA)
Copyright Agreement & Authorship Responsibility		Web Counter
https://section.iaesonline.com/akun-pro-kamboja/https://journals.uol.edu.pk/sugar-rush/http://mysimpeg.gowakab.go.id/mysimpeg/aset/https://jurnal.jsa.ikippgriptk.ac.id/plugins/https://ppid.cimahikota.go.id/assets/demo/https://journals.zetech.ac.ke/scatter-hitam/https://silasa.sarolangunkab.go.id/swal/https://sipirus.sukabumikab.go.id/storage/uploads/-/sthai/https://sipirus.sukabumikab.go.id/storage/uploads/-/stoto/https://alwasilahlilhasanah.ac.id/starlight-princess-1000/https://www.remap.ugto.mx/pages/slot-luar-negeri-winrate-tertinggi/https://waper.serdangbedagaikab.go.id/storage/sgacor/https://waper.serdangbedagaikab.go.id/public/images/qrcode/slot-dana/https://siipbang.katingankab.go.id/storage_old/maxwin/https://waper.serdangbedagaikab.go.id/public/img/cover/10k/