About: Rosenau–Hyman equation

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The Rosenau–Hyman equation or K(n,n) equation is a KdV-like equation having compacton solutions. This nonlinear partial differential equation is of the form The equation is named after Philip Rosenau and James M. Hyman, who used in their 1993 study of compactons. The K(n,n) equation has the following traveling wave solutions: * when a > 0 * when a < 0

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  • The Rosenau–Hyman equation or K(n,n) equation is a KdV-like equation having compacton solutions. This nonlinear partial differential equation is of the form The equation is named after Philip Rosenau and James M. Hyman, who used in their 1993 study of compactons. The K(n,n) equation has the following traveling wave solutions: * when a > 0 * when a < 0 (en)
  • K(n,n)方程是一个非线性偏微分方程： (zh)
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  • The Rosenau–Hyman equation or K(n,n) equation is a KdV-like equation having compacton solutions. This nonlinear partial differential equation is of the form The equation is named after Philip Rosenau and James M. Hyman, who used in their 1993 study of compactons. The K(n,n) equation has the following traveling wave solutions: * when a > 0 * when a < 0 (en)
  • K(n,n)方程是一个非线性偏微分方程： (zh)
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  • Rosenau–Hyman equation (en)
  • K(n,n)方程 (zh)
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