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Show that the Substitution Leads to Hermite's Equation
In quantum mechanics, you will work with the following differential equation:
u"+(2n+1-x^2)u = 0
Show that the substitution u(x)= e^((-x^2)/2))*y(x) gives the following differential equation for y(x):
y"-2xy'+2ny=0
This is know as Hermite's equation.
The derivative by using the differentiation rules
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