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Hint needed for lipschitz problem.
a sufficient condition for uniqueness is the Lipschitz condition:  On a domain D of the plane, the function f (x, y) is said to satisfy the Lipschitz condition for a constant k > 0 if: |f(x,y1)−f(x,y2)|≤k|y1−y2| for all points (x,y1) and (x,y2) in D. Give an example of an IVP with...- JakobReed
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- Lipschitz
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- Forum: Calculus and Beyond Homework Help