Peer Reviewed Publications

26. (with Michael Baake). Eberlein decomposition for PV inflation systems , preprint [PDF]
25. (with Anna Klick and Adi Tcaciuc). On arithmetic progressions in model sets , preprint [PDF]
24. (with Timo Spindeler). On the (dis)continuity of the Fourier transform of measures, preprint [PDF]
23. (with Jeong-Yup Lee, Daniel Lenz, Christoph Richard and Bernd Sing). Modulated crystals and almost periodic measures, preprint [PDF]
22. (with Timo Spindeler). On norm almost periodic measures, preprint [PDF]
21. On the Fourier Transformability of Strongly Almost Periodic Measures ,
    to appear in Canadian Journal of Mathematics. [PDF]
20. (with Michael Baake, and Venta Terauds). Pure point measures with sparse support and sparse Fourier--Bohr support ,
    Transactions of the London Mathematical Society 7(1), 1-32, 2020. [PDF]
19. On the Fourier Analysis of measures with Meyer set support,
    Journal of Functional Analysis 278(6),108404, 2020. [PDF]
18. (with Daniel Lenz). On Weakly Almost Periodic Measures,
    Transactions of AMS 371 (10), 6843–6881, 2019. [PDF]
17. (with Timo Spindeler). A note on measures vanishing at infinity ,
    Reviews in Mathematical Physics 31(02), 1950007, 2019.[PDF]
16. (with Michael Baake and Timo Spindeler).Diffraction of compatible Random substitutions in one dimension,
    Indagationes Mathematicae Volume 29, Issue 4, 1031-10711, 2018. [PDF].
15. (with Christoph Richard). Pure Point Diffraction and Poisson Summation,
    Annales Henri Poincare, Volume 18, Issue 12, 3903–3931, 2017. [PDF]
14. Almost Periodic Measures and Meyer Sets,
    In: Aperiodic Order Vol. 2: Crystallography and Almost Periodicity, Eds: Michael Baake and Uwe Grimm, pp 271-342, 2017.[PDF]
13. (with Robert V. Moody). Almost Periodic Measures and their Fourier Transforms,
    In: Aperiodic Order Vol. 2: Crystallography and Almost Periodicity, Eds: Michael Baake and Uwe Grimm, pp 173-270, 2017.
12. (with Christoph Richard). A short guide to pure point diffraction in cut-and-project sets,
    J. Phys. A: Math. Theor., Volume 50, Number 15, 2017. [PDF]
11. (with Michael Baake and Christian Huck). On weak model sets of extremal density,
    Indagationes Mathematicae, Volume 28, Issue 1, 3-31, 2017. [PDF]
10. (with Venta Terauds). Diffraction theory and almost periodic distributions,
    Journal of Statistical Physics, Vol 164, Issue 5, 1183-1216, 2016. [PDF]
9. (with Daniel Lenz). Note on the set of Bragg Peaks with high intensity,
   Annales Henri Poincare, Volume 17, Issue 3, 673–687, 2016. [PDF]
8. On Weighted Dirac Combs Supported Inside Model Sets,
   J. Phys. A: Math. Theor., Volume 47, Number 33, 2014 [PDF]
7. On the Bragg Diffraction Spectra of a Meyer Set,
   Canadian Journal of Mathematics, Volume 65, Issue 3, 675-701, 2013 [PDF]
6. Almost periodic measures and Bragg diffraction,
   J. Phys. A: Math. Theor., Volume 46, Number 12, 2013. [PDF]
5. Positive Definite Measures with discrete Fourier Transform and Pure point diffraction
   Canadian Mathematical Bulletin, Volume 54, Issue 3, 544-555, 2011. [PDF]
4. (with Daniel Lenz). Pure Point spectrum for measure dynamical systems on locally compact Abelian groups
   Journal de Mathematiques Pures at Appliquees, 92, Issue 4, 323-341, 2009. [PDF]
3. (with Robert V. Moody and Derek Postnikoff) Circular Symmetry of Pinwheel Diffraction
   Annales Henri Poincare, Volume 7, Issue 4, 711–730, 2006. [PDF]
2. Almost periodic measures and long range order in Meyer sets
   Discrete and Computational Geometry, Volume 33, Issue 3, 483–505, 2005. [PDF]
1. ( with Robert Moody ) Point Sets and Dynamical Systems in the Autocorrelation Topology
   Bulletin of the Canadian Mathematical Society, Volume 47, Issue 1, 82-99, 2004. [PDF]

Other Publications

3. Almost periodic measures and diffraction
   Spectral Structures and Topological Methods in Mathematical Quasicrystals, eds. M. Baake, D. Damanik , J. Kellendonk and D. Lenz , Oberwolfach Report No. 46/2017, DOI: 10.4171/OWR/2017/46
2. Almost periodic measures and Meyer sets
   Mini-Workshop: Dynamical versus Diffraction Spectra in the Theory of Quasicrystals, eds. M. Baake, D. Damanik and U. Grimm, Oberwolfach Report No. 53/2014, DOI: 10.4171/OWR/2014/53
1. Bragg Diffraction of Meyer Sets, CMS Notes Vol. 45 , No. 6 (2013).