Results 251 to 260 of about 1,038,320 (294)
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Modern Physics Letters B
This paper investigates new analytical wave solutions for the fractional Kuralay-IIB equations (FK-IIBE), including a new definition of the fractional derivative. This model works in disciplines such as ferromagnetic materials, optical fibers, wave mixing, and nonlinear optics.
Syed Oan Abbas +3 more
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This paper investigates new analytical wave solutions for the fractional Kuralay-IIB equations (FK-IIBE), including a new definition of the fractional derivative. This model works in disciplines such as ferromagnetic materials, optical fibers, wave mixing, and nonlinear optics.
Syed Oan Abbas +3 more
openaire +1 more source
Fractal and Fractional
This study aims to explore the effect of spatial-fractional derivatives and the multiplicative standard Wiener process on the solutions of the stochastic fractional regularized long-wave equation (SFRLWE) and contribute to its analysis.
M. A. Al Nuwairan, A. Elmandouh
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This study aims to explore the effect of spatial-fractional derivatives and the multiplicative standard Wiener process on the solutions of the stochastic fractional regularized long-wave equation (SFRLWE) and contribute to its analysis.
M. A. Al Nuwairan, A. Elmandouh
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Solving the combined kdv-mkdv equation by the trial equation method
Proceedings of the 2025 2nd International Conference on Image Processing, Intelligent Control and Computer EngineeringIn this study, we apply the trial equation method and the complete discriminant system to analyze the combined kdv-mkdv equation. As a result, we successfully derived 18 solutions, which include rational function solutions, trigonometric function ...
Yingtao Zhang, Huili Wei
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Journal of Physics: Conference Series
The exact solution of the nonlinear development equation can describe the actual physical phenomenon more accurately, so it is particularly important to study the exact solution of the nonlinear development equation.
Jingjing Liu, Huili Wei
semanticscholar +1 more source
The exact solution of the nonlinear development equation can describe the actual physical phenomenon more accurately, so it is particularly important to study the exact solution of the nonlinear development equation.
Jingjing Liu, Huili Wei
semanticscholar +1 more source
Effective face recognition using deep learning based linear discriminant classification
International Conference on Computational Intelligence and Computing Research, 2016K. Shailaja, B. Anuradha
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Current treatment and future directions in the management of anal cancer
Ca-A Cancer Journal for Clinicians, 2022Leila T Tchelebi +2 more
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