Wronskian is either zero or never zero contradiction why occur
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The function is not identically zero, because there are values of (such as 1 , 2 , 3 , … ) for which it's nonzero. ... As an aside: there is a scenario in which is either always zero or never zero: it happens when the two functions are solutions of the ODE of the form y ″ + p ( x ) y ′ + q ( x ) y = 0 .
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