Younes Chahlaoui

Dr. Younes Chahlaoui

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Research Focus & Metrics

Academic Career Length

25Years (2002-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 June 2006 in Linear Algebra and its Applications
Verified
Journal Article
Closed access
YCYounes Chahlaoui
Younes Chahlaoui
DLD. Lemonnier
D. Lemonnier
AVA. Vandendorpe
A. Vandendorpe
PDP. Van Dooren
P. Van Dooren

23 August 2023 in Nonlinear Dynamics
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Journal Article
Closed access
PDF file
NRNauman Raza
Nauman Raza
BRBeenish Rani
Beenish Rani
YCYounes Chahlaoui
Younes Chahlaoui
Nehad Ali ShahNehad Ali Shah
Nehad Ali Shah

1 January 2005
Verified
Book Chapter
Closed access
PDF file
YCYounes Chahlaoui
Younes Chahlaoui
PDPaul Van Dooren
Paul Van Dooren

18 September 2023 in Alexandria Engineering Journal
Verified
Journal Article
Open access
AHAkhtar Hussain
Akhtar Hussain
YCYounes Chahlaoui
Younes Chahlaoui
FZFiazuddin Zaman
Fiazuddin Zaman
TPT. Parveen
T. Parveen
AHAhmed M Hassan
Ahmed M Hassan

1 January 2005
Verified
Book Chapter
Closed access
PDF file
YCYounes Chahlaoui
Younes Chahlaoui
KGKyle A. Gallivan
Kyle A. Gallivan
AVAntoine Vandendorpe
Antoine Vandendorpe
PDPaul Van Dooren
Paul Van Dooren

14 September 2023 in PLOS ONE
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Journal Article
Open access
PDF file
YCYounes Chahlaoui
Younes Chahlaoui
AAAsghar Ali
Asghar Ali
JAJamshad Ahmad
Jamshad Ahmad
SJSara Javed
Sara Javed
The fractional coupled Konno-Onno model, which is frequently used in numerous fields of scientific and engineering disciplines, is being investigated in the current study in order to gain an understanding of complex phenomena and systems. The two main goals of this study are to be accomplished. Firstly, the research aims to identify novel solitons for the fractional coupled Konno-Onno model using the unified technique, which is currently absent from the literature. Secondly, a novel strategy that hasn’t been previously investigated is phase portrait analysis for both perturbed and non-perturbed dynamical systems. The current study uses appropriate parametric values in phase plane analysis, 2D, 3D, and density plots to ensure the results are physically compatible. The results validate the claim that the technique used in this research to produce complete and uniform responses is not only simple to use and effective, but also substantially faster in computing. The technique is useful for resolving more complex phenomena that arise in engineering and mathematical physics.