let C^2 be the set of functions with domain R with have first and second derivatives at all points. Defind a linear transformation T: C^2 > C^2 by T(f) = f'', in other words, each input function is mapped to its second derivative function.(adsbygoogle = window.adsbygoogle || []).push({});

what is the kernel of this transformation?

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# Find a linear differentiation transformation

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