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March 4th, 2011, 08:16 AM   #1
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Scalar IVP existence-uniqueness for x(t)?

Family of scalar IVPs: x' = |x|^a, x(0) = 0, where 'a' is a parameter.
The question asks "For which 'a' the basic theorem asserts the local existence-uniqueness of the solution x(t)?"

How and where do I start this question?
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