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Classical Solutions for the Generalized Kawahara-KdV System
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: Received: 27 April 2023 / Approved: 28 April 2023 / Online: 28 April 2023 (04:39:42 CEST)
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Georgiev, S.G.; Boukarou, A.; Bouhali, K.; Zennir, K.; Elkhair, H.M.; Hassan, E.I.; Alfedeel, A.H.A.; Alarfaj, A.M. Classical Solutions for the Generalized Kawahara–KdV System. Symmetry 2023 , 15 , 1159.
Georgiev, S.G.; Boukarou, A.; Bouhali, K.; Zennir, K.; Elkhair, H.M.; Hassan, E.I.; Alfedeel, A.H.A.; Alarfaj, A.M. Classical Solutions for the Generalized Kawahara–KdV System. Symmetry 2023, 15, 1159.
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Georgiev, S.G.; Boukarou, A.; Bouhali, K.; Zennir, K.; Elkhair, H.M.; Hassan, E.I.; Alfedeel, A.H.A.; Alarfaj, A.M. Classical Solutions for the Generalized Kawahara–KdV System. Symmetry 2023 , 15 , 1159.
Georgiev, S.G.; Boukarou, A.; Bouhali, K.; Zennir, K.; Elkhair, H.M.; Hassan, E.I.; Alfedeel, A.H.A.; Alarfaj, A.M. Classical Solutions for the Generalized Kawahara–KdV System. Symmetry 2023, 15, 1159.
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Abstract
In this article we investigate the generalized Kawahara-KdV system. A new topological approach is applied to prove the existence of at least one classical solution and at least two nonnegative classical solutions. The arguments are based upon recent theoretical results.
Keywords
Fractional derivatives; Generalized Kawahara-KdV system; existence; classical solution.
Subject
Physical Sciences, Mathematical Physics
This is an open access article distributed under the Creative Commons Attribution License which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
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