[PDF][PDF] Complex solitons in the conformable (2+ 1)-dimensional Ablowitz-Kaup-Newell-Segur equation
In this paper, we study on the conformable (2+ 1)-dimensional Ablowitz-KaupNewell-Segur
equation in order to show the existence of complex combined dark-bright soliton solutions …
equation in order to show the existence of complex combined dark-bright soliton solutions …
Numerical simulation and stability analysis of a novel reaction–diffusion COVID-19 model
In this study, a novel reaction–diffusion model for the spread of the new coronavirus (COVID-
19) is investigated. The model is a spatial extension of the recent COVID-19 SEIR model …
19) is investigated. The model is a spatial extension of the recent COVID-19 SEIR model …
[HTML][HTML] Optimal control and cost-effectiveness analysis for dengue fever model with asymptomatic and partial immune individuals
Dengue is a vector-borne disease with an increasing incidence worldwide, and it is
transmitted by the bites of mosquitoes infected with dengue viruses. This viral infection …
transmitted by the bites of mosquitoes infected with dengue viruses. This viral infection …
[HTML][HTML] Mathematical analysis of dengue stochastic epidemic model
Dengue is a vector-borne disease mainly affecting the tropical and subtropical regions. The
transmission as well as the control of dengue virus is not deterministic while stochastic due …
transmission as well as the control of dengue virus is not deterministic while stochastic due …
[HTML][HTML] Caputo fractional-order SEIRP model for COVID-19 Pandemic
We propose a Caputo-based fractional compartmental model for the dynamics of the novel
COVID-19 pandemic. The newly proposed nonlinear fractional order model is an extension …
COVID-19 pandemic. The newly proposed nonlinear fractional order model is an extension …
Fractional numerical dynamics for the logistic population growth model under Conformable Caputo: a case study with real observations
Abstract Models of population dynamics are substantially non-Markovian in nature and
exhibit behavior for memory effects. This research study investigates the logistic growth …
exhibit behavior for memory effects. This research study investigates the logistic growth …
A SARS-CoV-2 fractional-order mathematical model via the modified euler method
This article develops a within-host viral kinetics model of SARS-CoV-2 under the Caputo
fractional-order operator. We prove the results of the solution's existence and uniqueness by …
fractional-order operator. We prove the results of the solution's existence and uniqueness by …
Strange chaotic attractors under fractal-fractional operators using newly proposed numerical methods
Two classes of differentiation and integral operators have been successfully used in
modeling real world problems. On the one hand, researchers used the concept of non-local …
modeling real world problems. On the one hand, researchers used the concept of non-local …
[HTML][HTML] A novel fractal-fractional order model for the understanding of an oscillatory and complex behavior of human liver with non-singular kernel
Scientists and researchers are increasingly interested in numerical simulations of infections
with non-integer orders. It is self-evident that conventional epidemiological systems can be …
with non-integer orders. It is self-evident that conventional epidemiological systems can be …
Effects of vaccination on measles dynamics under fractional conformable derivative with Liouville–Caputo operator
S Qureshi - The European Physical Journal Plus, 2020 - epjplus.epj.org
Deterministic models in mathematical epidemiology are important tools to comprehend
dynamics of infectious diseases. Theory of ordinary differential equations with first-order …
dynamics of infectious diseases. Theory of ordinary differential equations with first-order …