The
official GWU Department of Mathematics Preprint Series
This site contains preprints
of works connected with the GWU Department of Mathematics. Work is posted
here by request of the author(s). See the Directions
for authors (below).
Nearly all of works here
are in PDF format. To view and/or print these works you will need software
like the Adobe
Acrobat Reader, which can be obtained for free form Adobe
Systems Inc.
Series
2002
GWUM-2002-2,
Sergei
S. Goncharov, Valentina S. Harizanov (GWU), Julia F. Knight and Charles
F.D. McCoy, Simple and immune relations on countable
structures, [Abstract], (to appear in Archive
for Mathematical Logic), posted 5/7/2002.
GWUM-2002-1,
Valentina
S. Harizanov (GWU), Julia F. Knight & Andrei S. Morozov, Sequences
on n-diagrams, [Abstract], (to appear in Journal
of Symbolic Logic), posted 4/8/2002.
Series 2001
-
GWUM-2000-2,
Maxim V. Sokolov (GWU), Quantum Invariants, Skein
Modules, and Periodicity of 3-Manifolds (Ph.D. Dissertation), [Abstract],
posted 4/27/2000.
-
GWUM-2000-1,
Jozef
H. Przytycki (GWU), Kauffman bracket skein module
of a connected sum of 3-manifolds, [Abstract],
(to appear in Manuscripta Mathematica), posted 1/5/2000.
Series 1999
-
GWUM-1999-13,
Jozef
H. Przytycki (GWU), Homotopy and q-homotopy skein
modules of 3-manifolds: an example in Algebra Situs , [Abstract],
(to appear in the Proceedings of the Conference in Low-Dimensional Topology
in Honor of Joan Birman's 70th Birthday, Columbia University/Barnard College,
New York, March 14--15, 1998), posted 12/20/99.
-
GWUM-1999-12,Michael
Veve (GWU), Torsion in the KBSM of a 3-manifold Caused
by an Incompressible Torus and Detected by a Complete Hyperbolic Structure,
[Abstract], (to appear Kobe Journal of Mathematics),
posted 12/8/99.
-
GWUM-1999-11,Tatsuya
TSUKAMOTO (GWU), A Criterion for Almost Alternating
Links to be Non-splittable, [Abstract], 5/14/99.
-
GWUM-1999-10,Qi
Chen (GWU), The 3-move conjecture for 5-braids,
(Master Degree Thesis), [Absract], 5/10/99.
-
GWUM-1999-09,
E.
Arthur Robinson, Jr. (GWU) & Ayse A.Sahin, Mixing
properties of nearly maximal entropy measures for Z^d shifts
of finite type, [Abstract] , 4/15/99.
-
GWUM-1999-08,
Doug
Bullock and Jozef H. Przytycki (GWU), Multiplicative
structure of Kauffman bracket skein module quantizations [Abstract],
4/6/99, (to appear PAMS).
-
GWUM-1999-07,
Thomas
L. Fitzkee, Kevin G. Hockett (GWU) & E. Arthur Robinson, Jr.(GWU),
Title: A weakly mixing tiling dynamical system with
a smooth model [Abstract], 2/6/99.
-
GWUM-1999-06,Jozef
H. Przytycki (GWU) and Adam S. Sikora, Title: On Skein
Algebras and Sl_2(C)-Character Varieties [Abstract],
2/5/99, (to appear, Topology).
-
GWUM-1999-05,
E. Arthur Robinson, Jr. (GWU) and Ayse A. Sahin, Title: The
Krieger Theorem for ErgodicMeasure Preserving Z^d Actions [Abstract]
2/25/99.
-
GWUM-1999-04,
E. Arthur Robinson, Jr. (GWU) and Ayse A. Sahin, Title: On
the absence of invariant measures with locally maximal entropy for a class
of Z^d shifts of finite type, [Abstract]
2/22/99 (to appear, PAMS).
-
GWUM-1999-03,
Michael Moses (GWU) and John Chisholm, Title: An
Undecidable Linear Order that is n-Decidable for all n [Abstract]
2/22/99.
-
GWUM-1999-02,
Jozef H. Przytycki (GWU), Title: Fundamentals of Kauffman
bracket skein modules, [Abstract]: 2/21/99.
-
GWUM-1999-01,
E. Arthur Robinson, Jr. (GWU), Title: On the
table and chair [Abstract]: 2/20/99.
Directions
for Authors:
In
general, work appearing here should be by students, faculty or visitors
to the George Washington University, Department of Mathematics. To post
your work here, please send an abstract (in ascii or html) to R. Robinson
(robinson@gwu.edu). It will be the
responsibility of the person requesting the posting to obtain the permission
of her/his co-authors. Once an abstract has been received, your work
will be assigned an official preprint number and a URL (web address).
If you wish, you can include this number and the URL on the title page
of your work. This may help people locate your papers in the future.
Once
the preprint number has been established, please provide R. Robinson with
an html, or PDF version of your paper. The paper must be in a single
file. Another possiblity is to provide a TeX file (no graphics in thsi
case and it will be posted as TeX). Alternatively, you can provide a link
to a preprint (in any form you like) located on your own web site.
Note:
Effective 1/2000 postscript submissions are no longer accepted.You can
use TeX to create a postscript file of your paper, then use ghostview to
convert it to PDF).
We will post a paper only
for as long as you wish (for example, it can be removed after the paper
is published). However, once posted the title and abstract will remain
indefinitely (as long as this service continues).
R. Robinson 1/7/2000