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restatement of problem on roots of polynomials by
Tom Foregger
In an earlier posting of a problem I had a mistake in one of the
results. This is a reposting to correct the mistake.
Let Z be a positive integer.
Let M = Z/2 if Z is...
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Newsgroup on linear algebra by
Bruno Carpentieri
Hi all !
I wonder whether exists a specific
newsgroup for issues on numerical
linear algebra.
Can anybody help me ?
Many thanks in advance.
Bruno Carpentieri
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question about the riemann hypothesis by
Craig Feinstein
The Riemann Hypothesis says that pi(n)=Li(n)+O(sqrt(n)log n).
If it were true, is it known if it would follow that O(sqrt(n) log n)
is the best bound for pi(n)-Li(n)?...
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S-integral points on curves -- correction by
Harald Andres Helfgott
I said:
(1) As far as I know, the best explicit bound on the number of
S-integers on an elliptic curve over Q is that of Hajdu and Herendi
(MR1615334). Is there a similar...
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S-integer points on elliptic curves by
Harald Andres Helfgott
Dear all,
(1) As far as I know, the best explicit bound on the number of
S-integers on an elliptic curve over Q is that of Hajdu and Herendi
(MR1615334). Is there a similar...
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relative compactness by
elisha
Hi,
Any help with the following would
be greatly appreciated.
Suppose {f_n} is a sequence of L^1 functions for which:
1. Lim Sup_{n - infty} Variation_(f_n) ...
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linking form by
ruberman
Does anyone know a textbook reference for the construction of the
linking form of a manifold, and the proof that it is non-singular? By
linking form I mean the form...
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40 |
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Higher-Dimensional Knot Theory by
Jonny Evans
Hi!
I've recently become interested in knots, and I was wondering if
anyone could clarify a few points for me...
1. I read on mathworld...
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series of Laguerre polynomials by
Jorge Buescu
Are there any known results regarding differentiability of series
of Laguerre polynomials with power-like decreasing coefficients
like
$sum_{n=1}^\infty 1/(n^p) e^{-x/2}...
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Moduli Space of smooth K3 surfaces by
Eliot Brenner
Hello,
I have heard that the moduli space of smooth K3 surfaces is the
locally symmetric space $\Gamma\backslash G/K$, where $G$ is the
connected component of...
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Wierd Hilbert space problem by
Piotr Soltan
I would appreciate any comment/reference for the following problem:
On a Hilbert space we are given a closed densely defined operator x,
positive selfadjoint non degenerate...
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A Geometric Optimization Problem by
Arnab
The following is the problem:
Suppose that we draw a circle(smaller) inside another circle(bigger).
Now, there may be many ways of mapping every point in the AREA
enclosed...
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