On Lame's equation of a particular kind

Physics – Mathematical Physics

Scientific paper

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Scientific paper

10.1088/0305-4470/34/39/313

It is shown that the Lame's equation ${d^{2}\over d z^{2}}X+\kappa^{2}
cn^{2}(z, {1\over \sqrt 2})X=0$ can be reduced to the hyper-geometric equation.
The characteristic exponents of this equation are expressed in terms of
elementary functions of the parameter $\kappa$. An analytical condition for
parametric amplification is obtained.

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