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Peter Humphries
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Notable Question
Oct
6
reviewed
Approve
What is the term for combining functions $f_1,f_2,\dots,f_n$ into a tuple $(f_1,\dots,f_n)$?
Oct
1
reviewed
No Action Needed
a problem with “Lower bound of Wilson score confidence interval”
Oct
1
reviewed
Approve
Has anyone found an error in an early version of Neukirch?
Sep
29
reviewed
Approve
Elementary proof for Hilbert's irreducibility theorem
Sep
28
reviewed
Approve
Cardinality of definable sets of reals
Sep
28
reviewed
Approve
Chow group over function field and algebraic equivalence
Sep
24
reviewed
Reviewed
Maximum number of edges in a planar graph
Sep
24
reviewed
Reviewed
On determinants formed by binomial coefficients
Sep
24
revised
On determinants formed by binomial coefficients
fixed LaTeX
Sep
24
reviewed
Approve
The asymptotic behavior of hypergeometric function around -1
Sep
18
reviewed
Approve
Fibrant-cofibrant models of Eilenberg-MacLane spectra
Sep
12
reviewed
Approve
$A$ is isomorphic to $A \oplus \mathbb{Z}^2$, but not to $A \oplus \mathbb{Z}$
Sep
3
reviewed
Approve
Resource needed on Lerch's transcendent
Sep
2
reviewed
Approve
Sparse ramsey theory
Aug
28
comment
Trivial zeroes of the Riemann Zeta function are simple
@KConrad, the method in Ireland and Rosen's book seems to be more or less the same as the second method in my answer.
Aug
28
revised
Trivial zeroes of the Riemann Zeta function are simple
added tag
Aug
28
answered
Trivial zeroes of the Riemann Zeta function are simple
Aug
25
reviewed
Approve
Left invariant metric on SLn
Aug
20
reviewed
Approve
Hardy spaces: analysis <---> martingales
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