In this paper, we apply two different methods, namely, the G′G-expansion method and the G′G2-expansion method to investigate the nonlinear time fractional Harry Dym equation in the Caputo sense and the symmetric regularized long wave equation in the ...
Donal O’Regan +3 more
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Investigation of the wave solutions of two space–time fractional equations in physics
In this study, two fractional differential equations describing the characteristics of three-dimensional nonlinear ion-acoustic waves (IAWs) in plasmas are considered with the conformable fractional derivative (CFD). 3+1-dimensional space–time fractional
Özlem Kırcı +3 more
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Any failure in frontonasal development can lead to malformations at the middle facial region, such as frontonasal dysplasia, midfacial clefts, and hyper/hypotelorism.
Chihiro Iwaya +3 more
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This paper focuses on the fourth-order nonlinear Boussinesq equation (FONBE), which describes the interaction mechanisms of solutions in shallow-water waves.
Sandeep Malik +3 more
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Directive Cadre sur l’Eau - Masses d’Eau Fortement Modifiées (MEFM) - Prise en compte de l’impact des activités conchylicoles sur l’élément de qualité biologique « faune benthique invertébrée » dans l’évaluation du potentiel écologique. Cas des masses d’eau côtière FRFC02 (Pertuis Charentais) et FRGC01 (baie du Mont Saint Michel) - Convention 2010 - Action 7 [PDF]
Shellfish farming is a major economic activity developed in the French coastal areas and causes more or less extended changes ontohydromorphological characteristics of water bodies. These changes may induce their designation as heavily modified water bodies (HMWB) under the Water Framework Directive (WFD 2000/60/EC).
openaire
Algorithm for the Extraction of the Features of Squamous Carcinoma Cells Based on MEFMs
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TS-MEFM: A New Multimodal Speech Emotion Recognition Network Based on Speech and Text Fusion
Lecture Notes in Computer ScienceWei Wei, Bingkun Zhang, Yibing Wang
exaly +2 more sources
Investigation of solutions of the Pade-II equation by MEFM
2018In this study, singular soliton, topological, nontopological and rational solutions of the Pade-II equation, which is a type of nonlinear partial differential equations, are obtained. By selecting the appropriate parameters, solutions were obtained which provided the equations. Two and three dimensional graphics of the solutions were drawn.
AKTÜRK, Tolga, GÜNAYDIN, Eda
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On the new hyperbolic wave solutions to Wu-Zhang system models
Optical and Quantum Electronics, 2022Ercan Çelik +2 more
exaly

