Menu
Contact | A-Z
img

Project A6: Random versus deterministic dynamical systems with aperiodic long-range order


Principal Investigator(s)
Michael Baake
Visitor(s)
Currently no visitors.

Summary:

This project aims at contributions to a classification of spatial dynamical systems with coexistence of long-range aperiodic order and structural disorder of positive entropy. Our approach will employ spectral methods from harmonic analysis and dynamical systems theory, based on their connection via general Eberlein decompositions. Systems to be investigated will include random inflation rules, random tilings and point processes with Delone-type realizations.


Recent Preprints:

20052 Michael Baake, Nicolae Strungaru PDF

Eberlein decomposition for PV inflation systems

Project: A6

X

Eberlein decomposition for PV inflation systems


Authors: Michael Baake, Nicolae Strungaru Projects: A6
Submission Date: 15.05.2020 Submitter: Sebastian Herr
Download: PDF Link: 20052

20046 Michael Baake, Uwe Grimm PDF

Diffraction of a model set with complex windows

Project: A6

Published: J. Phys.: Conf. Ser. 1458 (2020), 012006:1-6

X

Diffraction of a model set with complex windows


Authors: Michael Baake, Uwe Grimm Projects: A6
Submission Date: 30.04.2020 Submitter: Sebastian Herr
Download: PDF Link: 20046
Published: J. Phys.: Conf. Ser. 1458 (2020), 012006:1-6

20045 Michael Baake, Nicolae Strungaru, Venta Terauds PDF

Pure point measures with sparse support and sparse Fourier-Bohr support

Project: A6

Published: Trans. London Math. Soc. 7 (2020), 1-32

X

Pure point measures with sparse support and sparse Fourier-Bohr support


Authors: Michael Baake, Nicolae Strungaru, Venta Terauds Projects: A6
Submission Date: 30.04.2020 Submitter: Sebastian Herr
Download: PDF Link: 20045
Published: Trans. London Math. Soc. 7 (2020), 1-32

20042 Benjamin Eichinger, Philipp Gohlke PDF

Spectral properties of Schrödinger operators associated to almost minimal substitution systems

Project: A6

X

Spectral properties of Schrödinger operators associated to almost minimal substitution systems


Authors: Benjamin Eichinger, Philipp Gohlke Projects: A6
Submission Date: 14.04.2020 Submitter: Michael Baake
Download: PDF Link: 20042

20041 Philipp Gohlke PDF

Inflation word entropy for semi-compatible random substitutions

Project: A6

Published: Monatshefte für Mathematik (2020)

X

Inflation word entropy for semi-compatible random substitutions


Authors: Philipp Gohlke Projects: A6
Submission Date: 14.04.2020 Submitter: Michael Baake
Download: PDF Link: 20041
Published: Monatshefte für Mathematik (2020)

20040 Scott Balchin, Dan Rust PDF

Computations for Symbolic Substitutions

Project: A6

Published: Journal of Integer Sequences 20 (2017), 17.4.1

X

Computations for Symbolic Substitutions


Authors: Scott Balchin, Dan Rust Projects: A6
Submission Date: 14.04.2020 Submitter: Michael Baake
Download: PDF Link: 20040
Published: Journal of Integer Sequences 20 (2017), 17.4.1

20039 Neil Manibo, Eden Miro, Dan Rust, Gwendolyn Tadeo PDF

Zeckendorf representations and mixing properties of sequences

Project: A6

X

Zeckendorf representations and mixing properties of sequences


Authors: Neil Manibo, Eden Miro, Dan Rust, Gwendolyn Tadeo Projects: A6
Submission Date: 11.04.2020 Submitter: Michael Baake
Download: PDF Link: 20039

20037 Michael Baake, Uwe Grimm PDF

Inflation versus projection sets: The role of the window in averaging and diffraction

Project: A6

X

Inflation versus projection sets: The role of the window in averaging and diffraction


Authors: Michael Baake, Uwe Grimm Projects: A6
Submission Date: 09.04.2020 Submitter: Sebastian Herr
Download: PDF Link: 20037

20029 Gernot Akemann, Michael Baake, Nayden Chakarov, Oliver Krüger, Adam Mielke, Meinolf Ottensmann, Rebecca Werdehausen PDF

Territorial behaviour of buzzards versus random matrix spacing distributions

Project: A6, C6

X

Territorial behaviour of buzzards versus random matrix spacing distributions


Authors: Gernot Akemann, Michael Baake, Nayden Chakarov, Oliver Krüger, Adam Mielke, Meinolf Ottensmann, Rebecca Werdehausen Projects: A6, C6
Submission Date: 23.03.2020 Submitter: Sebastian Herr
Download: PDF Link: 20029

19082 Michael Baake, Natalie Priebe Frank, Uwe Grimm PDF

Three variations on a theme by Fibonacci

Project: A6

X

Three variations on a theme by Fibonacci


Authors: Michael Baake, Natalie Priebe Frank, Uwe Grimm Projects: A6
Submission Date: 07.10.2019 Submitter: Sebastian Herr
Download: PDF Link: 19082



Back
© 2017–2019 Sonderforschungbereich 1283 | Privacy Policy