Description:
Discussion of current mathematical research. (Moderated)
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Extension to parabolic cylinder functions?
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Hi,
The so-called parabolic cylinder functions are known to represent
the solutions of the ordinary differential equation
d^2 u(x)/ dx^2 -(a*x^2 +b*x + c) * u(x) = 0
When a = 0 the equation reduces to the Airy equation, with
Airy functions as solutions.
I am trying to solve an equation with a fourth order polynomial... more »
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Kolmogorov Continuity Theorem
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Is it well known (or known to anyone but me) that the
Kolmogorov theorem on continuity of sample paths
(see eg [link] )
follows immediately from the Besov Embedding Theorem?
David C. Ullriich.
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Full Time Research Professor in Mathematics
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The Facultad de Ciencias at the University of Colima invites
applications for two faculty positions in Mathematics.
Applicants must possess a Ph.D. and postdoctoral experience. The
successful candidates will be expected to build strong research
programs, supervise students and teach at the undergraduate level.... more »
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Eight papers published by Geometry & Topology Publications
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We have started publication in 2012 with papers (1) to (3) opening
AGT Volume 12 and papers (4) to (8) opening GT Volume 16. Three papers have been published by Algebraic & Geometric Topology
(1) Algebraic & Geometric Topology 12 (2012) 1-18
Statistical hyperbolicity in groups
by Moon Duchin, Samuel Lelievre and Christopher Mooney... more »
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Should We Take the Long Strides?
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We consider a semi-prime N=AB, where A and B are primes.
We assume B>A
Stage A:
Letıs consider the relation:
N=Qx+R
X:Divisor
Q: Quotient and
R:Remainder
We write:
N=Q(x-1)+Q+R
The new remainder is Q+R, provided Q+R<x-1
Quotient remaining the same[ie,Q] we have the following relation for n... more »
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