On the differential equation $y" - (b'(x)/2b(x))y' + λb(x)y = 0$

Details On the differential equation $y" - (b'(x)/2b(x))y' + λb(x)y = 0$ On the differential equation $y" - (b'(x)/2b(x))y' + λb(x)y = 0$

2009-07-28

arxiv.org/abs/0907.4959v1

Advances and Applications in Mathematical Sciences, Volume 7, Issue 1, 2010, 107-110

Physics

Mathematical Physics

3 pages

Scientific paper

The Hamilton-Jacobi method which can be used for solving this equation has
been presented. The solution of the equation suggests that there exist some
second order linear ordinary differential equations whose resolution can be
done by means of characteristic equation.

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