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The riddle does not exist. If a question can be put at all, then it can also be answered.

Wittgenstein, Ludwig


Apr
8
revised How to prove $\sum_{n=1}^{\infty}\frac{\mu (n)}{n^{s}}=\frac{1}{\zeta (s)}$?
added 15 characters in body
Apr
8
answered How to prove $\sum_{n=1}^{\infty}\frac{\mu (n)}{n^{s}}=\frac{1}{\zeta (s)}$?
Apr
8
reviewed Approve suggested edit on Prove they cannot both be integers
Apr
7
reviewed Approve suggested edit on how to show that this complex series converge?
Apr
6
comment $\log_3 100 - \log_3 18 - \log_3 50$
@Utvecklaochförenkla $\log_b A - \log_b B = \log_b (A/B)$.
Apr
6
revised $\log_3 100 - \log_3 18 - \log_3 50$
edited title
Apr
6
answered $\log_3 100 - \log_3 18 - \log_3 50$
Apr
6
reviewed Approve suggested edit on $\log_3 100 - \log_3 18 - \log_3 50$
Apr
6
revised Taylor series and Maclaurin Series expansion
added 59 characters in body
Apr
6
answered Taylor series and Maclaurin Series expansion
Apr
6
comment Estimation of $\pi$ using dice
Related problem: Buffon's needle problem. Note: It does not involve dice, but it is related.
Apr
6
comment proof that Even powers of an odd function's taylor polynomial vanish
@terribleatmath You do not need to. See my answer.
Apr
6
answered Theta function: Absolute convergence
Apr
6
comment proof that Even powers of an odd function's taylor polynomial vanish
@terribleatmath He simply used the definition of the derivative twice.
Apr
6
answered proof that Even powers of an odd function's taylor polynomial vanish
Apr
6
reviewed Approve suggested edit on $4 \times 4$ Matrix $\max$ determinant is $3$
Apr
6
reviewed Approve suggested edit on What is $\int x\tan(x)dx$?
Apr
5
reviewed Approve suggested edit on “Strings” of consecutive natural numbers
Apr
5
reviewed Reject suggested edit on Book/Books leading up to the the axiom of choice?
Apr
5
reviewed Approve suggested edit on Proving not all integers are sums of $3$ squares?