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Stochastic numerical investigations for nonlinear three-species food chain system
Z Sabir - International Journal of Biomathematics, 2022 - World Scientific
In this work, three-dimensional nonlinear food chain system is numerically treated using the
computational heuristic framework of artificial neural networks (ANNs) together with the …
computational heuristic framework of artificial neural networks (ANNs) together with the …
On nonlinear dynamics of a fractional order monkeypox virus model
In this work, we examine a fractional-order model for simulating the spread of the
monkeypox virus in the human host and rodent populations. The employment of the …
monkeypox virus in the human host and rodent populations. The employment of the …
[HTML][HTML] Dynamical analysis of a novel discrete fractional lumpy skin disease model
Lumpy skin disease is a viral disease that affects cattle and is caused by the lumpy skin
disease virus. This work is devoted to presenting and analyzing the nonlinear dynamics of a …
disease virus. This work is devoted to presenting and analyzing the nonlinear dynamics of a …
Applications of artificial neural network to solve the nonlinear COVID-19 mathematical model based on the dynamics of SIQ
The purpose of this research work is to present a numerical study through artificial neural
networks (ANNs) to solve a SIQ-based COVID-19 mathematical model using the effects of …
networks (ANNs) to solve a SIQ-based COVID-19 mathematical model using the effects of …
Numerical computing to solve the nonlinear corneal system of eye surgery using the capability of Morlet wavelet artificial neural networks
In this study, a novel heuristic computing technique is presented to solve bioinformatics
problem for the corneal shape model of eye surgery using Morlet wavelet artificial neural …
problem for the corneal shape model of eye surgery using Morlet wavelet artificial neural …
Algorithms for decision-making process using complex Pythagorean fuzzy set and its application to hospital siting for COVID-19 patients
Since the start of COVID-19, a fair amount of work has been undertaken by scholars around
the world to model its progression. It became clear from the start of pandemic that its …
the world to model its progression. It became clear from the start of pandemic that its …
Inclined magnetized and energy transportation aspect of infinite shear rate viscosity model of Carreau nanofluid with multiple features over wedge geometry
Heat transference in fluid mechanism has a deep influence in real‐life applications like hot‐
mix paving, recovery of energy, concrete heating, heat spacing, refineries, distillation …
mix paving, recovery of energy, concrete heating, heat spacing, refineries, distillation …
Numerical simulations of vaccination and Wolbachia on dengue transmission dynamics in the nonlinear model
In this study, it is indicated that the world can get rid of the dengue virus by using vaccines
and Wolbachia. In many findings, it is observed that Wolbachia therapy is efficacious in …
and Wolbachia. In many findings, it is observed that Wolbachia therapy is efficacious in …
[HTML][HTML] Designing a bayesian regularization approach to solve the fractional Layla and Majnun system
The present work provides the numerical solutions of the mathematical model based on the
fractional-order Layla and Majnun model (MFLMM). A soft computing stochastic-based …
fractional-order Layla and Majnun model (MFLMM). A soft computing stochastic-based …
[HTML][HTML] The effect of the Caputo fractional difference operator on a new discrete COVID-19 model
This study aims to generalize the discrete integer-order SEIR model to obtain the novel
discrete fractional-order SEIR model of COVID-19 and study its dynamic characteristics …
discrete fractional-order SEIR model of COVID-19 and study its dynamic characteristics …