Mask or no mask for COVID-19: A public health and market study

T Li, Y Liu, M Li, X Qian, SY Dai - PloS one, 2020 - journals.plos.org
Efficient strategies to contain the coronavirus disease 2019 (COVID-19) pandemic are
peremptory to relieve the negatively impacted public health and global economy, with the …

Identifiability and predictability of integer-and fractional-order epidemiological models using physics-informed neural networks

E Kharazmi, M Cai, X Zheng, Z Zhang, G Lin… - Nature Computational …, 2021 - nature.com
We analyze a plurality of epidemiological models through the lens of physics-informed
neural networks (PINNs) that enable us to identify time-dependent parameters and data …

Effective methods for numerical analysis of the simplest chaotic circuit model with atangana–baleanu caputo fractional derivative

ABM Alzahrani, R Saadeh, MA Abdoon… - Journal of Engineering …, 2024 - Springer
This paper comprehensively studies effective numerical methods for solving the simplest
chaotic circuit model. We introduce a novel scheme for the Atangana–Baleanu Caputo …

Dynamics of the worm transmission in wireless sensor network in the framework of fractional derivatives

SJ Achar, C Baishya… - Mathematical Methods in …, 2022 - Wiley Online Library
Wireless sensor networks (WSNs) are subject to cyber attacks. Security of such networks is a
significant priority for everyone. Due to the network's frail defense mechanisms, WSNs are …

Complex systems and network science: a survey

K Yang, J Li, M Liu, T Lei, X Xu, H Wu… - Journal of systems …, 2023 - ieeexplore.ieee.org
Complex systems widely exist in nature and human society. There are complex interactions
between system elements in a complex system, and systems show complex features at the …

An SIR-type epidemiological model that integrates social distancing as a dynamic law based on point prevalence and socio-behavioral factors

M Cabrera, F Córdova-Lepe, JP Gutiérrez-Jara… - Scientific Reports, 2021 - nature.com
Modeling human behavior within mathematical models of infectious diseases is a key
component to understand and control disease spread. We present a mathematical …

Khalouta transform and applications to Caputo-fractional differential equations

N Kumawat, A Shukla, MN Mishra, R Sharma… - Frontiers in Applied …, 2024 - frontiersin.org
The paper aims to utilize an integral transform, specifically the Khalouta transform, an
abstraction of various integral transforms, to address fractional differential equations using …

A cotangent fractional derivative with the application

L Sadek - Fractal and Fractional, 2023 - mdpi.com
In this work, we present a new type of fractional derivatives (FD) involving exponential
cotangent function in their kernels called Riemann–Liouville D σ, γ and Caputo cotangent …

Effects of human mobility and behavior on disease transmission in a COVID-19 mathematical model

JP Gutiérrez-Jara, K Vogt-Geisse, M Cabrera… - Scientific Reports, 2022 - nature.com
Human interactions and perceptions about health risk are essential to understand the
evolution over the course of a pandemic. We present a Susceptible-Exposed-Asymptomatic …

Dynamics and optimal control of a stochastic coronavirus (COVID-19) epidemic model with diffusion

Y Li, Z Wei - Nonlinear Dynamics, 2022 - Springer
In view of the facts in the infection and propagation of COVID-19, a stochastic reaction–
diffusion epidemic model is presented to analyse and control this infectious diseases …