Pandemic Covid’19 Studies and Mathematical Functions

Research output: Contribution to conferencePaperpeer-review

Abstract

To deal with growth equations, there are many mathematical functions, models and techniques are used to analyze, predict and synthesize the growth. Some of the common growth equations are: such as exponential growth, geometric growth, logarithmic growth, graph theoretic tree and forest growth. The growth equations are always helped in studies of product life, population growth and decay in every field either engineering, medicine, agriculture, social sciences, etc. The spread, flattering, slowdown, end-of-pandemic scenarios and the potential to reach herd immunity of the coronavirus during Pandemic Covid’19 were reported, and ascertained through the mathematical concepts of exponential growth and exponential decay. The aim of this paper is to highlight on effective teaching of these topics of mathematics to enhance better learning, vision, innovation and life-long learning.
Original languageEnglish
Pages839
Number of pages839
Publication statusPublished - Aug 27 2022
Event3rd INTERNATIONAL SCIENTIFIC RESEARCH AND INNOVATION CONGRESS, isarc - scientific development and innovative approach - Istanbul, Turkey
Duration: Aug 26 2022Oct 27 2022

Conference

Conference3rd INTERNATIONAL SCIENTIFIC RESEARCH AND INNOVATION CONGRESS, isarc - scientific development and innovative approach
Country/TerritoryTurkey
CityIstanbul
Period8/26/2210/27/22

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