Painleve Analysis And Lie Group Symmetries Of The Regularized Long-Wave Equation
Title - Alternative
J. Math. Phys.
PROPERTY; Physics, Mathematical
The Painleve formulation is given for the regularized long-wave equation, which has been used to describe shallow water waves and drift waves in a plasma. The Lie group symmetries of the equation is then studied and it is shown that the only symmetries are due to the three conserved quantities.
Journal of Mathematical Physics
Rollins, D K., "Painleve Analysis And Lie Group Symmetries Of The Regularized Long-Wave Equation" (1991). Faculty Bibliography. 1931.