Mathematics
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Ryder Rude
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Apparently, this user prefers to keep an air of mystery about them.

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  • Member for 3 years, 9 months
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  • Last seen Feb 19 at 5:29

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12 When is it allowed to do operations like 'differentiating both sides', 'integrating both sides'? Dec 21 '17
8 What is the usefulness of classification into Transcedental and Algebraic numbers? Aug 6 '18
4 Help me see the connection between exponential functions and quadratic curves Mar 3 '19
4 Assuming the falsity of continuum hypothesis is added as an axiom, how do we produce sets with cardinality in-between $\Bbb N$ and $\Bbb R$? May 14 '20
3 How do summations/integrals like Fourier, Laplace, z-transforms preserve all the information about the original signal? Sep 5 '19
3 Let $H(e^{iw})=iw$. Use this to calculate a related sum $\sum_{1}^{\infty} \frac{1}{n^2}$ Sep 11 '19
3 In what sense does the Laplace Transform give components of a signal in something called the 's-domain'? Nov 2 '19
3 Riemann hypothesis cannot be proved to be unprovable? Mar 22 '20
3 Proof of consistency of propositional logic Mar 25 '20
3 Expected value and Gambler's fallacy Apr 4 '20
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