[HTML][HTML] Stability and BI-RADS 4 subcategories mitigate on cancer risk dynamics with fractional operators: a case study analysis
In this paper, we present a mathematical model to lower the probability of breast cancer risk
of the Breast Imaging Reporting and Data Systems (BI-RADS) 4 subcategories with the …
of the Breast Imaging Reporting and Data Systems (BI-RADS) 4 subcategories with the …
[HTML][HTML] Relative controllability for ψ− Caputo fractional delay control system
This paper resolves around relative controllability of ψ− fractional delayed differential
equations in finite dimensional space. The Mittag Leffler type of ψ− delayed perturbation …
equations in finite dimensional space. The Mittag Leffler type of ψ− delayed perturbation …
Fractional derivative technique for modeling the dynamics of social media impacts
The advent of social media (SM) platforms has transformed communications, information
dissemination, and interpersonal relationships on a global scale. As SM continues to evolve …
dissemination, and interpersonal relationships on a global scale. As SM continues to evolve …
[HTML][HTML] Modeling and optimal control of COVID-19 with comorbidity and three-dose vaccination in Indonesia
This paper presents and examines a COVID-19 model that takes comorbidities and up to
three vaccine doses into account. We analyze the stability of the equilibria, examine herd …
three vaccine doses into account. We analyze the stability of the equilibria, examine herd …
Improving the Accuracy of Oncology Diagnosis: A Machine Learning-Based Approach to Cancer Prediction.
M Cabanillas-Carbonell… - International Journal of …, 2024 - search.ebscohost.com
Cancer ranks among the most lethal illnesses worldwide, and predicting its onset can be a
crucial factor in enhancing people's quality of life by taking preventive measures to improve …
crucial factor in enhancing people's quality of life by taking preventive measures to improve …
[HTML][HTML] A new crossover dynamics mathematical model of monkeypox disease based on fractional differential equations and the Ψ-Caputo derivative: Numerical …
A novel crossover model for monkeypox disease that incorporates Ψ-Caputo fractional
derivatives is presented here, where we use a simple nonstandard kernel function Ψ (t). We …
derivatives is presented here, where we use a simple nonstandard kernel function Ψ (t). We …
[HTML][HTML] Existence of a mild solution and approximate controllability for fractional random integro-differential inclusions with non-instantaneous impulses
This paper investigates the existence and approximate controllability (ACA) of fractional
neutral-type stochastic differential inclusions (NTSDIs) characterized by non-instantaneous …
neutral-type stochastic differential inclusions (NTSDIs) characterized by non-instantaneous …
A Novel Efficient Approach for Solving Nonlinear Caputo Fractional Differential Equations
MI Liaqat, A Khan, HM Anjum… - Advances in …, 2024 - Wiley Online Library
Several scientific areas utilize fractional nonlinear partial differential equations (PDEs) to
model various phenomena, yet most of these equations lack exact solutions (Ex‐Ss) …
model various phenomena, yet most of these equations lack exact solutions (Ex‐Ss) …
Chaos and feasibility analysis of a healthy lifestyle's sustainability using fractional-order polycystic ovarian syndrome's effect on infertility.
In this study, we developed a fractional-order model for polycystic ovarian syndrome issue
transmission in women through four compartments with the Mittag-Leffler kernel. For …
transmission in women through four compartments with the Mittag-Leffler kernel. For …
[PDF][PDF] Caputo Fractional Differential Equations for Low–risk Individuals of the Tuberculosis Transmission Disease
In this article, the Caputo fractional order model with low risk individuals of the tuberculosis
is proposed. We investigate a qualitative analysis of the epidemic model via positivity …
is proposed. We investigate a qualitative analysis of the epidemic model via positivity …