Back to search

Article

On fixed point and its application to the spread of infectious diseases model in Mvb- metric space

2023-06-27

Abstract excerpt

This work aims to prove new results in an M v b - metric space for a noncontinuous single-valued self-map. As a result, we extend, generalize, and unify various fixed-point conclusions for a single-valued map and come up with examples to exhibit the theoretical conclusions. Further, we solve a mathematical model of the spread of specific infectious diseases as an application of one of the conclusions. In the seque...

Topics

Open a Topic to create a Post that cites this publication.

Identifiers and source

Literature Corpus work
bb681bb6-4482-5fb4-a75d-e7753e4aa579
DOI
10.22541/au.168786552.22277575/v1
Open publication

Related research

Semantic proximity does not establish scientific evidence.

Click a neighbor to travelStep 1 · 12 closest
Interactive article relationship graphSelect a related publication card to move it into the centre and load its closest explainable connections. Solid lines are source-backed structured connections. Dashed lines are semantic discovery signals and are not scientific evidence.
On fixed point and its application to the spread of infectious diseases model in Mvb- metric spaceDOI 10.22541/au.168786552.22277575/v1
Select a neighboring publication to make it the new centre.