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[HTML][HTML] A review on epidemic models in sight of fractional calculus
Biomathematics has become one of the most significant areas of research as a result of
interdisciplinary study. Chronic diseases sometimes referred to as non-communicable and …
interdisciplinary study. Chronic diseases sometimes referred to as non-communicable and …
[HTML][HTML] A review of fractional order epidemic models for life sciences problems: Past, present and future
Both mathematics and science exhibit a reciprocally advantageous and close relationship.
The undeniable significance of mathematics in diverse scientific fields, including electrical …
The undeniable significance of mathematics in diverse scientific fields, including electrical …
Transmission dynamics and sensitivity analysis of pine wilt disease with asymptomatic carriers via fractal-fractional differential operator of Mittag-Leffler kernel
Pine wilt disease is caused by nematodes transmitted by pine sawyer beetles and is fatal for
several pine species. The trees might be destroyed within a few months after being attacked …
several pine species. The trees might be destroyed within a few months after being attacked …
[HTML][HTML] Fractional mathematical modeling of malaria disease with treatment & insecticides
Many fatal diseases spread through vertical transmission while some of them spread
through horizontal transmission and others transmit through both modes of transmission …
through horizontal transmission and others transmit through both modes of transmission …
On the analytical soliton approximations to fractional forced Korteweg–de Vries equation arising in fluids and plasmas using two novel techniques
The current investigation examines the fractional forced Korteweg–de Vries (FF-KdV)
equation, a critically significant evolution equation in various nonlinear branches of science …
equation, a critically significant evolution equation in various nonlinear branches of science …
A global report on the dynamics of COVID-19 with quarantine and hospitalization: A fractional order model with non-local kernel
In this paper, a compartmental mathematical model has been utilized to gain a better insight
about the future dynamics of COVID-19. The total human population is divided into eight …
about the future dynamics of COVID-19. The total human population is divided into eight …
A novel radial basis neural network for the Zika virus spreading model
The motive of current investigations is to design a novel radial basis neural network
stochastic structure to present the numerical representations of the Zika virus spreading …
stochastic structure to present the numerical representations of the Zika virus spreading …
Dynamics of two-step reversible enzymatic reaction under fractional derivative with Mittag-Leffler Kernel
Chemical kinetics is a branch of chemistry that is founded on understanding chemical
reaction rates. Chemical kinetics relates many aspects of cosmology, geology, and even in …
reaction rates. Chemical kinetics relates many aspects of cosmology, geology, and even in …
[HTML][HTML] Sensitivity analysis of COVID-19 with quarantine and vaccination: A fractal-fractional model
To eradicate most infectious diseases, mathematical modelling of contagious diseases has
revealed that a combination of quarantine, vaccination, and cure is frequently required …
revealed that a combination of quarantine, vaccination, and cure is frequently required …
[HTML][HTML] The Fibonacci wavelets approach for the fractional Rosenau–Hyman equations
In this study, a novel approach, called the Fibonacci wavelet collocation technique (FWCT),
is presented for the numerical solution of nonlinear fractional order partial differential …
is presented for the numerical solution of nonlinear fractional order partial differential …