Effect of Climate Change under Greengases and Carbon Omission Utilizing Modeling Approach: Bifurcation Analysis

Examining the global warming model and outlining the primary causes of global warming namely, community carbon omission are the primary objectives of this study. Various aspects can be considered while examining the impact of global warming dynamics on direct or indirect transmission through differential equations, either of fractional or integer order. Examining and evaluating instances of global warming in the environment, as well as climate, temperature, and tourism in particular areas, is the aim of this study. Mathematical models can be converted into fractional order with the help of fractal fractional definition with Mittag-leffler kernel. Global warming's consequences are observed through simulations on a global scale. Additionally, they show how the spreading period of global warming actually behaves in some places, which will help with understanding the effects of global warming, projecting its magnitude, and creating future mitigation plans.

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Publication Details

Journal
Journal of Environmental Accounting and Management
Published
2026-09-07
DOI
https://doi.org/10.5890/jeam.2027.03.008
Primary Topic
Fractional Differential Equations Solutions
Type
article
Field-Weighted Citation Impact
0.00
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article

Effect of Climate Change under Greengases and Carbon Omission Utilizing Modeling Approach: Bifurcation Analysis

Evren Hınçal, Aqeel Ahmad, Muhammad Saeed Akram, Muhammad Suleman Khan
Journal of Environmental Accounting and Management
Fractional Differential Equations Solutions
article

Effect of Climate Change under Greengases and Carbon Omission Utilizing Modeling Approach: Bifurcation Analysis

Evren Hınçal, Aqeel Ahmad, Muhammad Saeed Akram, Muhammad Suleman Khan
article en

Abstract

Examining the global warming model and outlining the primary causes of global warming namely, community carbon omission are the primary objectives of this study. Various aspects can be considered while examining the impact of global warming dynamics on direct or indirect transmission through differential equations, either of fractional or integer order. Examining and evaluating instances of global warming in the environment, as well as climate, temperature, and tourism in particular areas, is the aim of this study. Mathematical models can be converted into fractional order with the help of fractal fractional definition with Mittag-leffler kernel. Global warming's consequences are observed through simulations on a global scale. Additionally, they show how the spreading period of global warming actually behaves in some places, which will help with understanding the effects of global warming, projecting its magnitude, and creating future mitigation plans.

Journal of Environmental Accounting and ManagementVol. 15(1)
Ghazi University (PK), Near East University (CY)
Climate action
Openalex Percentile: Top 13%
Fractional Differential Equations Solutions
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