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)
12041
M. Baake
,
U. Grimm
PDF
|
PS.GZ
Mathematical diffraction of aperiodic structures
Project:
A1
12040
W.-J. Beyn
,
J. Rieger
PDF
|
PS.GZ
A numerical method for the solution of relaxed one-sided Lipschitz algebraic inclusions
Project:
B3
12039
S. Wiesinger
PDF
|
PS.GZ
Uniqueness for solutions of Fokker-Planck equations related to singular SPDE driven by Lévy and cylindrical Wiener noise
Project:
B4
12038
M. Röckner
,
R. Zhu
,
X. Zhu
PDF
|
PS.GZ
Sub- and supercritical stochastic quasi-geostrophic equation
Project:
B4
12037
M. Baake
,
U. Grimm
PDF
|
PS.GZ
Squirals and beyond: Substitution tilings with singular continuous spectrum
Project:
A1
12036
N. Kajino
PDF
|
PS.GZ
Non-regularly varying and non-periodic oscillation of the on-diagonal heat kernels on self-similar fractals
Project:
A6
12035
M. Baake
,
N. Neumärker
,
J. A. G. Roberts
PDF
|
PS.GZ
Orbit structure and (reversing) symmetries of toral endomorphisms on rational lattices
Project:
A1
12034
F. Gähler
,
G. R. Maloney
PDF
|
PS.GZ
Cohomology of one-dimensional mixed substitution tiling spaces
Project:
B2
12033
F. Gähler
,
A. Julien
,
J. Savinien
PDF
|
PS.GZ
Combinatorics and topology of the Robinson tiling
Project:
B2
12032
M. Baake
,
U. Grimm
PDF
|
PS.GZ
A Comment on the Relation between Diffraction and Entropy
Project:
A1
12031
W. Liu
,
M. Röckner
PDF
|
PS.GZ
Local and global well-posedness of SPDE with generalized coercivity conditions
Project:
B4
12030
B. Gess
PDF
|
PS.GZ
Multi-valued, singular stochastic evolution inclusions
Project:
B4
12029
B. Gess
PDF
|
PS.GZ
Random attractors for singular stochastic partial differential equations
Project:
B4
12028
B. Gess
PDF
|
PS.GZ
Random attractors for stochastic porous media equations perturbed by space-time linear multiplicative noise
Project:
B4
12027
B. Gess
PDF
|
PS.GZ
Strong Solutions for Stochastic Partial Differential Equations of Gradient Type
Project:
B4
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