Mathematics
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math is fun

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

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  • Member for 3 years, 11 months
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  • Last seen Feb 26 at 6:09

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6 Integration is zero implies $g$ is continuous Dec 27 '20
5 Understanding Sylvester' s $1871$ paper of primes in arithmetic progression of the forms $4n+3$ and $6n+5$ Jun 2 '20
5 eliminate A,B and C May 3 '17
4 $\ell^2$ is not locally compact May 20 '17
4 There exist infinitely many subsequences of $(f_{m})_{m \geq 1}$ which converge at every point of $E$ May 14 '20
4 All prime divisors of $\frac{x^m+1}{x+1}$ are of the form $2km+1$. May 31 '20
3 To check whether $ 10^{c} \frac{N}{e} > (N!)^{\frac{1}{N}} > \frac{N}{e}$ Jun 13 '20
3 $\frac{1}{4} (a^2+ 3 b^2)$ is of the form $(c^2+ 3 d^2)$ Jun 9 '20
3 Proving certain inequality related to Primes [closed] Jun 2 '20
3 $ a^2 <10^{\sqrt{a}}$ for $a\geq 2$. Jun 14 '20
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