Faculty of Mathematics
Collaborative Research Centre 701
Spectral Structures and Topological Methods in Mathematics
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Preprints 2012
Published in 2012
|
Preprint search
Preprintserver of the former CRC 343 (1989-2001)
12151
S. Bobkov
,
G. P. Chistyakov
,
H. Kösters
PDF
|
PS.GZ
The entropic Erdös-Kac limit theorem
Project:
A4
12150
P. Zeiner
PDF
|
PS.GZ
Multiplicativity in the theory of coincidence site lattices
Project:
B2
Published:
J. Phys. Conf. Ser.
226
, no. 012025 (2010), 6pp
12149
P. Zeiner
PDF
|
PS.GZ
Well-rounded sublattices and coincidence site lattices
Project:
B2
12148
M. J. Loquias
,
P. Zeiner
PDF
|
PS.GZ
Colourings of lattices and coincidence site lattices
Project:
B2
Published:
Philosophical Magazine
91
, no. 19-21 (2011)
Notes:
DOI: 10.1080/14786435.2010.524900
12147
M. J. Loquias
,
P. Zeiner
PDF
|
PS.GZ
Coincidence isometries of a shifted square lattice
Project:
B2
Published:
Journal: J. Phys. Conf. Ser.
226
, no. 012026 (2010), 10pp
12146
K.-U. Bux
,
M. G. Fluch
,
M. Schwandt
,
S. Witzel
PDF
|
PS.GZ
The braided Thompson’s groups are of type $F_\infty$
Project:
C8
12145
PDF
|
PS.GZ
Higher generation for pure braid groups
Project:
C8
12144
S. Shaposhnikov
PDF
|
PS.GZ
On estimates of solutions of Fokker–Planck–Kolmogorov equations with potential terms and non uniformly elliptic diffusion matrices
Project:
B4
12143
O. Manita
,
S. Shaposhnikov
PDF
|
PS.GZ
Nonlinear parabolic equations for probability measures
Project:
B4
12142
A. Daletskii
,
Y. Kondratiev
,
Y. Kozitsky
,
T. Pasurek
PDF
|
PS.GZ
Phase Transitions in a Quenched Amorphous Ferromagnet
Project:
A5
12141
S. Michel
,
T. Pasurek
,
M. Röckner
PDF
|
PS.GZ
Non-autonomous mild solutions for SPDE with Levy noise in weighted $L^p$-spaces
Project:
B4
12140
S. Bauer
PDF
|
PS.GZ
Intersection forms of spin four-manifolds
Project:
C1
12139
D. Otten
PDF
|
PS.GZ
Spatial decay of rotating waves in parabolic systems
Project:
B3
12138
P. Lampe
PDF
|
PS.GZ
Quantum cluster algebras of type A and the dual canonical basis
Project:
C3
12137
P. Lampe
PDF
|
PS.GZ
Acyclic cluster algebras from a ring theoretic point of view
Project:
C3
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