Michael Andreas Klatt
Zitiert von
Zitiert von
Minkowski tensor shape analysis of cellular, granular and porous structures
GE Schröder‐Turk, W Mickel, SC Kapfer, MA Klatt, FM Schaller, ...
Advanced Materials 23 (22‐23), 2535-2553, 2011
Butterfly gyroid nanostructures as a time-frozen glimpse of intracellular membrane development
BD Wilts, B Apeleo Zubiri, MA Klatt, B Butz, MG Fischer, ST Kelly, ...
Science advances 3 (4), e1603119, 2017
Universal hidden order in amorphous cellular geometries
MA Klatt, J Lovrić, D Chen, SC Kapfer, FM Schaller, PWA Schönhöfer, ...
Nature communications 10 (1), 811, 2019
Time-dependent Hartree-Fock approach to nuclear “pasta” at finite temperature
B Schuetrumpf, MA Klatt, K Iida, JA Maruhn, K Mecke, PG Reinhard
Physical Review C 87 (5), 055805, 2013
Appearance of the single gyroid network phase in “nuclear pasta” matter
B Schütrumpf, MA Klatt, K Iida, GE Schröder-Turk, JA Maruhn, K Mecke, ...
Physical Review C 91 (2), 025801, 2015
Strength of bacterial adhesion on nanostructured surfaces quantified by substrate morphometry
C Spengler, F Nolle, J Mischo, T Faidt, S Grandthyll, N Thewes, M Koch, ...
Nanoscale 11 (42), 19713-19722, 2019
Direct relations between morphology and transport in Boolean models
C Scholz, F Wirner, MA Klatt, D Hirneise, GE Schröder-Turk, K Mecke, ...
Physical Review E 92 (4), 043023, 2015
Characterization of maximally random jammed sphere packings: Voronoi correlation functions
MA Klatt, S Torquato
Physical Review E 90 (5), 052120, 2014
Cloaking the underlying long-range order of randomly perturbed lattices
MA Klatt, J Kim, S Torquato
Physical Review E 101 (3), 032118, 2020
Local number fluctuations in hyperuniform and nonhyperuniform systems: Higher-order moments and distribution functions
S Torquato, J Kim, MA Klatt
Physical Review X 11 (2), 021028, 2021
Minkowski tensor density formulas for Boolean models
J Hörrmann, D Hug, MA Klatt, K Mecke
Advances in Applied Mathematics 55, 48-85, 2014
Characterization of maximally random jammed sphere packings. II. Correlation functions and density fluctuations
MA Klatt, S Torquato
Physical Review E 94 (2), 022152, 2016
Morphometric analysis in gamma-ray astronomy using Minkowski functionals-source detection via structure quantification
D Göring, MA Klatt, C Stegmann, K Mecke
Astronomy & Astrophysics 555, A38, 2013
Phoamtonic designs yield sizeable 3D photonic band gaps
MA Klatt, PJ Steinhardt, S Torquato
Proceedings of the National Academy of Sciences 116 (47), 23480-23486, 2019
Characterization of maximally random jammed sphere packings. III. Transport and electromagnetic properties via correlation functions
MA Klatt, S Torquato
Physical Review E 97 (1), 012118, 2018
Morphometry of random spatial structures in physics
MA Klatt
FAU University Press, 2016
Anisotropy in finite continuum percolation: threshold estimation by Minkowski functionals
MA Klatt, GE Schröder-Turk, K Mecke
Journal of Statistical Mechanics: Theory and Experiment 2017 (2), 023302, 2017
Wave propagation and band tails of two-dimensional disordered systems in the thermodynamic limit
MA Klatt, PJ Steinhardt, S Torquato
Proceedings of the National Academy of Sciences 119 (52), e2213633119, 2022
Mean‐intercept anisotropy analysis of porous media. II. Conceptual shortcomings of the MIL tensor definition and Minkowski tensors as an alternative
MA Klatt, GE Schröder‐Turk, K Mecke
Medical physics 44 (7), 3663-3675, 2017
Active particles using reinforcement learning to navigate in complex motility landscapes
PA Monderkamp, FJ Schwarzendahl, MA Klatt, H Löwen
Machine Learning: Science and Technology 3 (4), 045024, 2022
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