Mathematics
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Adi Dani
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Euler formula for partition function

$p(n)=\sum_{k=1}^{\infty}(-1)^{k+1}\left(p\left(n-\frac{k(3k-1)}{2}\right)+ p\left(n-\frac{k(3k+1)}{2}\right)\right)$

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Score Newest
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98
Why is $\log(\sqrt{x^2+1}+x)$ odd?
Dec 26, 2012
answer
28
Factor $x^4 - 11x^2y^2 + y^4$
Jun 27, 2013
answer
25
How to solve $y = \sqrt{k\sqrt{k\sqrt{k \sqrt{k\sqrt{\dots}}}}}$?
Dec 30, 2013
answer
16
Does $\sqrt{\cos{\theta} \sqrt{\cos{\theta} \sqrt{\cos{\theta\dots}}}}=\sqrt{1 \sqrt{1 \sqrt{1\dots}}} \implies \cos{\theta}=1$?
Feb 21, 2016
question
13
Sailors, monkey and coconuts
Jan 25, 2013
answer
13
Evaluate $\int {2x\over x^2-1}dx$
Dec 28, 2012
answer
12
The generating function for the Fibonacci numbers
Mar 24, 2013
answer
11
Limits at infinity
Jan 26, 2014
answer
11
Finding real and imaginary part of exponential function
Jan 26, 2014
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11
Combinatorial proof
Jul 29, 2011
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Converting MS Word mathtype to LaTeX

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