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Statistica Sinica free copies (Jan. 2008) by
Karen Li
Dear All,
In the Jan. 2008 issue of Statistica Sinica, there will be a series of
discussions on Fygenson's paper: "Modeling and predicting
extrapolated probabilities with...
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Order dimension and topological dimension by
Dominic van der Zypen
Hello,
Let X be a set and R be an ordering relation on X. Then C(X,R) denotes
the set of linear ordering relations containing R. It is well-known
that C(X,R) is non-empty...
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Irreducibility of certain polynomials... by
gpineda_cu@yahoo.es
Hi there,
I have the following question. I wonder if you could help me to
solve...I believe it is true...
Question: For odd r, to prove that
H_r(x)-1 or H_r(x)+1 is...
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Combinatorics Question by
Cantab
Hi. Does anyone know the best upper and lower bounds for the Hales-
Jewett number HJ(m,2)? I have seen Shelah's paper but I am wondering
if the bounds have been improved...
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tree embedding/ tree inclusion by
kenny Ajram
Hi everybody,
i googled a lot for definitions for both notions; they all sound
pretty much the same... is embedding the same as inclusion? in the
case they are different,...
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C^\infty spline? by
Arthur Rubin
If a function f is defined in a C^\infty manner for (a,0+\epsilon) and
(1-\epsilon,b), (for fixed a and b), there is "obviously" a C^\infty
function g on (a,b) which agrees...
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January 18th 08
by Ben 
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Bounds for an integral arising in dynamical Mertens by
twardusenet@googlemail.com
In trying to find an example of extreme behaviour in the dynamical
analogue of Mertens' theorem for toral automorphisms, a seemingly
rather subtle integral has arisen, and...
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January 16th 08
by Ben
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diffeomorphism group of R^n by
Phillip E. Parker
The topology used/constructed by Gloeckner has the
compactly supported
diffeos as the identity component. In particular,
O(n) intersects the
identity component...
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diffeomorphism group of R^n by
Phillip E. Parker
To Kramer: Thank you.
To Rubel: Yes, probably, but considering that 99+% of everything I've seen so far (searching MathSciNet, the books of Omori and Banyaga) is only for...
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Finite dimensionality of Banach algebra by
Ali Taghavi
Hello
Let A be a semi simple Banach algebra,
Does the following assumption implies finite dimensionality of A:?
define an equivalent relation on A as followos:a~b iff
the...
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Rational trigonometry videos by
NJWildberger
Rational trigonometry is a new, more elementary way of thinking about
the foundations of Euclidean geometry, and a more accurate way to
solve trigonometry problems. The idea...
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diffeomorphism group of R^n by
phil@math.wichita.edu
Where can I learn what is known about the diffeomorphism group of real
n-space?
From what I can tell, this info seems to be scattered about the
journals (and presumably...
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