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1h
comment May integration spoil real-analyticity?
(Just to be clear, the question I first answered had no boundedness hypothesis. You may want to do your edits in such a way that existing answers still make sense.)
2h
comment May integration spoil real-analyticity?
@H.Berbeleque No, I don't think this can be done with a bounded integrand. See e.g. Theorem 12.12 in Bartle.
4h
answered May integration spoil real-analyticity?
1d
reviewed Reject Properties of Coefficients of Order Polynomials
1d
reviewed Approve Continued Fractions from Digit Streams
1d
comment Geodesics on SO(3)
@JosephO'Rourke Re: your computational task (finding $Z$), there are some good remarks in Wikipedia.
1d
reviewed Approve Why should we care about “higher infinities” outside of set theory?
1d
comment Geodesics on SO(3)
Sorry, I didn't realize others had posted essentially the same answer (or comment) while I was typing this one. And Re: Q2 yes Joseph, these geodesics are the projections of great circles on $S^3$.
1d
answered Geodesics on SO(3)
Aug
25
reviewed Reject Equivalence classes of pairs linear transformations
Aug
24
reviewed Reject Does the Galois group of a Pisot polynomial contain the alternating group?
Aug
24
reviewed Reject Fibered example of topologically slice knots
Aug
23
answered Isometry Group of real Hilbert space?
Aug
23
reviewed Approve Biggest (or large) rectangle in a polytope
Aug
19
reviewed Approve Almost-converses to the AM-GM inequality
Aug
18
reviewed Reject Is the variety of algebras $(A,*,+)$ that satisfy $(x*y)+(y*z)=(x+y)*(y+z)$ generated by its finite algebras?
Aug
17
revised Positive linear functionals on group algebras generated by one element
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Aug
17
revised Positive linear functionals on group algebras generated by one element
added 67 characters in body
Aug
17
revised Positive linear functionals on group algebras generated by one element
added 70 characters in body
Aug
17
revised Positive linear functionals on group algebras generated by one element
added 73 characters in body