boby
Reputation
Top tag
Next privilege 100 Rep.
Edit community wikis
 Nov 16 awarded Editor Nov 16 awarded Student Nov 16 awarded Teacher Nov 16 revised Approximating a simple sum added 25 characters in body Nov 16 comment Approximating a simple sum n->infinity, for fixed x, that is an asymptotic formula in terms of n and x Nov 16 asked Approximating a simple sum Nov 14 comment Prove $\lim_{n\to\infty} \sum\limits_{k=1}^n \frac{\Lambda(k)}{k}-\ln(n)=-\gamma$ I cant get to a library, that is why I asked for a link Nov 14 comment Prove $\lim_{n\to\infty} \sum\limits_{k=1}^n \frac{\Lambda(k)}{k}-\ln(n)=-\gamma$ Thanks, can I get a link, I don't have a copy of the book Nov 14 asked Prove $\lim_{n\to\infty} \sum\limits_{k=1}^n \frac{\Lambda(k)}{k}-\ln(n)=-\gamma$ Nov 14 asked What prime powers differ by one Nov 13 asked Prime counting inequality Nov 13 asked Simple inequality help Nov 12 asked Existence of a limit, prime number theorem Nov 5 answered How to solve exponential function of form $a b^x + x = c$? Nov 2 asked Principles of Mathematical Analysis Nov 2 answered Is there a Math symbol that means “associated” Nov 2 revised Explaining $\cos^\infty$ added 1 characters in body Nov 2 revised Question involving some roots of the equation $31z^{15} - z^{10} + 32 = 0$ deleted 64 characters in body Nov 2 comment Question involving some roots of the equation $31z^{15} - z^{10} + 32 = 0$ 31x^3-x^2+32=0, has the roots, -1, 4/31(4 +/- i*sqrt(46)) Nov 2 comment Question involving some roots of the equation $31z^{15} - z^{10} + 32 = 0$ It can be factored, (z+1)(z^4-z^3+z^2-z+1)(31z^10-32z^5+32)=0, therefore the only real root is z=-1