[HTML][HTML] Scrutiny of nanoscale heat transport with ion-slip and hall currenton ternary MHD cross nanofluid over heated rotating geometry
Significance Thermal engineering is facing energy consumption issue, to handle this
pointwe need to enhance the thermal conductivity of base fluid because low thermal …
pointwe need to enhance the thermal conductivity of base fluid because low thermal …
High-Dimensional Chaotic Lorenz System: Numerical Treatment Using Changhee Polynomials of the Appell Type
Presenting and simulating the numerical treatment of the nine-dimensional fractional chaotic
Lorenz system is the goal of this work. The spectral collocation method (SCM), which makes …
Lorenz system is the goal of this work. The spectral collocation method (SCM), which makes …
[HTML][HTML] Theoretical and numerical treatment for the fractal-fractional model of pollution for a system of lakes using an efficient numerical technique
This article proposes an efficient simulation to investigate the fractal-fractional (FF) pollution
model's solution behavior for a network of three lakes connected by channels. With the aid of …
model's solution behavior for a network of three lakes connected by channels. With the aid of …
Multiple-Attribute Decision Making Based on the Probabilistic Dominance Relationship with Fuzzy Algebras
A Baklouti - Symmetry, 2023 - mdpi.com
In multiple-attribute decision-making (MADM) problems, ranking the alternatives is an
important step for making the best decision. Intuitionistic fuzzy numbers (IFNs) are a …
important step for making the best decision. Intuitionistic fuzzy numbers (IFNs) are a …
Vieta–Lucas Polynomials for the Brusselator System with the Rabotnov Fractional-Exponential Kernel Fractional Derivative
In this study, we provide an efficient simulation to investigate the behavior of the solution to
the Brusselator system (a biodynamic system) with the Rabotnov fractional-exponential …
the Brusselator system (a biodynamic system) with the Rabotnov fractional-exponential …
An off-line error compensation method for absolute positioning accuracy of industrial robots based on differential evolution and deep belief networks
Y Tao, H Liu, S Chen, J Lan, Q Qi, W **ao - Electronics, 2023 - mdpi.com
Industrial robots have been increasingly used in the field of intelligent manufacturing. The
low absolute positioning accuracy of industrial robots is one of the difficulties in their …
low absolute positioning accuracy of industrial robots is one of the difficulties in their …
An Accurate Approach to Simulate the Fractional Delay Differential Equations
The fractional Legendre polynomials (FLPs) that we present as an effective method for
solving fractional delay differential equations (FDDEs) are used in this work. The Liouville …
solving fractional delay differential equations (FDDEs) are used in this work. The Liouville …
[HTML][HTML] Sensitivity analysis and optimal control for the dynamic mathematical model of cassava mosaic disease
S Sangsawang, A Khan, P Pongsumpun - AIP Advances, 2024 - pubs.aip.org
Cassava mosaic disease (CMD) is found in many countries around the world. This disease
is caused by a mosaic virus carried by whitefly. It hurts the growth and yield of cassava …
is caused by a mosaic virus carried by whitefly. It hurts the growth and yield of cassava …
[HTML][HTML] Theoretical treatment and implementation of the SCM included Appell-Changhee polynomials for the fractional delayed carbon absorption-emission model
Some researchers have started to perform in-depth studies on carbon dioxide emissions
phenomena because global warming has caused immense damage. In this work, as a …
phenomena because global warming has caused immense damage. In this work, as a …
Implementing Bernstein Operational Matrices to Solve a Fractional‐Order Smoking Epidemic Model
This paper leverages the Bernstein operational matrices method for the first time in order to
resolve the nonlinear fractional smoking epidemic model presented in terms of Caputo's …
resolve the nonlinear fractional smoking epidemic model presented in terms of Caputo's …