Search Results - "Lou, S.Y."

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  1. 1

    Interactions among different types of nonlinear waves described by the Kadomtsev–Petviashvili equation by Cheng, Xue-Ping, Chen, Chun-Li, Lou, S.Y.

    Published in Wave motion (01-12-2014)
    “…In nonlinear science, the interactions among solitons are well studied because the multiple soliton solutions can be obtained by various effective methods…”
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    Journal Article
  2. 2

    Extensions of dark KdV equations: Nonhomogeneous classifications, bosonizations of fermionic systems and supersymmetric dark systems by Lou, S.Y.

    Published in Physica. D (01-08-2024)
    “…Dark equations are defined as some kinds of integrable couplings with some fields being homogeneously and linearly coupled to others. In this paper, dark…”
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  3. 3

    A (1+1)-dimensional integrable system with fifth order spectral problems and four dispersion relations by Lou, S.Y.

    Published in Physics letters. A (19-10-2020)
    “…•A new integrable model with fifth order spectral problems and four different dispersion relations is obtained.•Abundant soliton and breather molecules for the…”
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  4. 4

    Linear superposition in the general heavenly equation by Lou, S.Y., Hao, Xiazhi

    Published in Physics letters. A (15-08-2022)
    “…Evidently, the linear superposition principle can not be exactly established as a general principle in the presence of nonlinearity, and, at the first glance,…”
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  5. 5

    A novel (2+1)-dimensional nonlinear Schördinger equation deformed from (1+1)-dimensional nonlinear Schrödinger equation by Jia, Man, Lou, S.Y.

    Published in Applied mathematics letters (01-09-2023)
    “…A novel (2+1)-dimensional nonlinear Schördinger equation is constructed from (1+1)-dimensional Schördinger equation based on a deformation algorithm. The…”
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  6. 6

    Searching for missing D’alembert waves in nonlinear system: Nizhnik-Novikov-Veselov equation by JIA, Man, LOU, S.Y.

    Published in Chaos, solitons and fractals (01-11-2020)
    “…In linear science, the wave motion equation with general D’Alembert wave solutions is one of the fundamental models. The D’Alembert wave is an arbitrary…”
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  7. 7

    Integrable nonlinear Klein–Gordon systems with PT nonlocality and/or space–time exchange nonlocality by Jia, Man, Lou, S.Y.

    Published in Applied mathematics letters (01-08-2022)
    “…In additional to the parity (P) symmetric, time reversal (T) symmetric, and PT symmetric nonlocal integrable systems, some other types of nonlocal integrable…”
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  8. 8

    Classifications of bosonic supersymmetric third and fifth order systems by Jia, Man, Chen, Zitong, Lou, S.Y.

    Published in Physica. D (01-12-2024)
    “…This manuscript explores the extensions and classifications of the bosonic supersymmetric systems. For the third order bosonic superfield equations, four types…”
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  9. 9

    Lax integrable higher dimensional Burgers systems via a deformation algorithm and conservation laws by Wang, Fa-ren, Lou, S.Y.

    Published in Chaos, solitons and fractals (01-04-2023)
    “…How to obtain higher-dimensional integrable systems from lower ones is a hot topic deserving deeply consideration. Recently, a deformation algorithm with the…”
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  10. 10

    Higher dimensional Degasperis–Procesi–Camassa–Holm systems by Wang, Fa-ren, Lou, S.Y.

    Published in Chaos, solitons and fractals (01-09-2023)
    “…The (1+1)-dimensional models can be applied to derive corresponding higher dimensional models by a deformation algorithm with the help of their conservation…”
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  11. 11

    Symmetry study of a novel integrable supersymmetric dispersionless system by Chen, Zitong, Jia, Man, Yao, Ruoxia, Lou, S.Y.

    Published in Applied mathematics letters (01-08-2024)
    “…A novel integrable supersymmetric dispersionless fermion system is proposed and studied by means of symmetry approach and the bosonization method, which is…”
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  12. 12

    Bosonization of supersymmetric KdV equation by Gao, Xiao Nan, Lou, S.Y.

    Published in Physics letters. B (16-01-2012)
    “…Bosonization approach to the classical supersymmetric systems is presented. By introducing the multi-fermionic parameters in the expansions of the superfields,…”
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  13. 13
  14. 14

    New deformation relations and exact solutions of the high-dimensional Φ 6 field model by Jia, Man, Lou, S.Y.

    Published in Physics letters. A (2006)
    “…Exact solutions of the ( n + 1 ) -dimensional Φ 6 model are studied with the help of the Φ 4 model, which shows the solutions of the Φ 6 field in ( n + 1 )…”
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  15. 15

    Finite symmetry transformation groups and exact solutions of Lax integrable systems by Lou, S.Y., Ma, Hong-Cai

    Published in Chaos, solitons and fractals (01-11-2006)
    “…In this paper, a method is developed to directly find finite symmetry transformation groups and then symmetries of Lax integrable nonlinear physical systems…”
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  16. 16

    Nonsingular positon and complexiton solutions for the coupled KdV system by Hu, H.C., Tong, Bin, Lou, S.Y.

    Published in Physics letters. A (13-03-2006)
    “…Taking the coupled KdV system as a simple example, analytical and nonsingular complexiton solutions are firstly discovered in this Letter for integrable…”
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  17. 17

    Symmetries and exact solutions of the Sharma–Tass–Olver equation by Lian, Zeng-ju, Lou, S.Y.

    Published in Nonlinear analysis (30-11-2005)
    “…The simple symmetry reduction procedure is repeatedly used to obtain infinitely many symmetries as well as exact solutions of the Sharma–Tass–Olver (STO)…”
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  18. 18

    Conservation laws of equation family with same Kac–Moody–Virasoro symmetry by Jia, Man, Gao, Yuan, Lou, S.Y.

    Published in Physics letters. A (05-04-2010)
    “…We construct conservation laws of the equation family which possesses the same infinite dimensional Kac–Moody–Virasoro symmetry algebra as the…”
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  19. 19

    New interaction solutions of multiply periodic, quasi-periodic and non-periodic waves for the ( n + 1)-dimensional double sine-Gordon equations by Hu, H.C., Lou, S.Y., Chow, K.W.

    Published in Chaos, solitons and fractals (01-03-2007)
    “…New exact solutions with built-in arbitrary functions for the ( n + 1)-dimensional double sine-Gordon equation are studied by means of auxiliary solutions of…”
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  20. 20

    Propagating wave patterns and “peakons” of the Davey–Stewartson system by Chow, K.W., Lou, S.Y.

    Published in Chaos, solitons and fractals (2006)
    “…Two exact, doubly periodic, propagating wave patterns of the Davey–Stewartson system are computed analytically by a special separation of variables procedure…”
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