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| bio | website | code.google.com/p/notebk |
|---|---|---|
| location | ||
| age | ||
| visits | member for | 1 year |
| seen | May 14 at 13:47 | |
| stats | profile views | 108 |
A mathematician, a programmer, etc. etc.
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Jul 6 |
revised |
Equation question at interview TeX-ed it up |
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Jul 6 |
suggested | suggested edit on Equation question at interview |
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Jul 6 |
comment |
Derivative of Multi Variable Equation for Diablo 3 Damage Equation +1 for the partial derivatives, And the extrema will be when these guys vanish, which is boring :'( |
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Jul 5 |
revised |
How to find closed form expression for a power series. Cleaned up expression for $f(x)$, corrected typo for Ei(x) |
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Jul 5 |
answered | How to find closed form expression for a power series. |
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Jul 5 |
suggested | suggested edit on How to find closed form expression for a power series. |
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Jul 5 |
comment |
How to find closed form expression for a power series. I think he means "I want a closed form expression for the following series:" |
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Jul 5 |
comment |
How to find closed form expression for a power series. @did: you are correct, you didn't use the word once. But the OP did ask for the generating function for the series... |
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Jul 5 |
comment |
How to find closed form expression for a power series. Generating functions don't need to converge, they're formal series whose coefficients are important data... |
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Jul 2 |
comment |
For which categories we can solve $\text{Aut}(X) \cong G$ for every group $G$? In Set the singleton object 1 is its own group, since $\hom(\mathbf{1},\mathbf{1})\cong\mathbf{1}$...although you may reject this because it's a (canonical) isomorphism, and not an equality... |
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Jun 26 |
revised |
Evaluate or simplify $\int\frac{1}{\ln x}\,dx$ added 253 characters in body |
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Jun 26 |
revised |
Evaluate or simplify $\int\frac{1}{\ln x}\,dx$ added 253 characters in body |
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Jun 26 |
answered | Evaluate or simplify $\int\frac{1}{\ln x}\,dx$ |
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Jun 25 |
comment |
Finding $\frac{d^2 y}{dx^2}$ Let $f(x)=\mathrm{d}y/\mathrm{d}x = y'(t)/x'(t)$. Then shouldn't $\mathrm{d}f/\mathrm{d}x = f'/x'$ where primes are differentiation with respect to $t$? [It's been many years since I've done this, so I may be wrong...] |
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Jun 25 |
comment |
Differentiating Under the Integral Proof I gave two proofs, one based on Leibniz's theorem, another based on dominated convergence. Thanks for pointing out how I can improve my answer, @JasonDeVito! I'm still trying to get back into the groove of mathematics, and feedback is greatly appreciated! :) |
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Jun 25 |
revised |
Differentiating Under the Integral Proof added 725 characters in body |
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Jun 25 |
revised |
Differentiating Under the Integral Proof added 725 characters in body |
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Jun 25 |
comment |
Differentiating Under the Integral Proof Good catch, @GiuseppeNegro, I'll update my post! |
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Jun 25 |
revised |
Differentiating Under the Integral Proof added 149 characters in body |
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Jun 25 |
answered | Differentiating Under the Integral Proof |
