Publications

2020

33. Künstliche Intelligenz im Online-Handel
T. Ott

2019

32. Self-diffusion in two-dimensional quasi-magnetized rotating dusty plasmas
P. Hartmann, J.C. Reyes, E.G. Kostadinova, L.S. Matthews, T.W. Hyde, R.U. Masheyeva, K.N. Dzhumagulova, T.S. Ramazanov, T. Ott, H. Kaehlert, M. Bonitz, I. Korolov, and Z. Donko

2018

31. Machine Learning zur automatisierten Erkennung von Schadwagen
T. Ott
30. Warum nicht jeder Ausreißer ein Ausreißer ist: Anomalie-Erkennung mit Machine Learning
T. Ott
29. Big Data trifft Fast Data - Streaming Analytics für das IIoT
T. Ott
28. Magnetic Field effects and waves in complex plasmas
H. Kählert, A. Melzer, M. Puttscher, T. Ott, and M. Bonitz
27. Recent progress in the theory and simulation of strongly correlated plasmas: phase transitions, transport, quantum, and magnetic field effects
T. Ott, H. Thomsen, J. W. Abraham, T. Dornheim, and M. Bonitz

2017

26. Spontaneous generation of temperature anisotropy in a strongly coupled magnetized plasma
T. Ott, M. Bonitz, P. Hartmann, and Z. Donkó

2016

25. Cage correlation and diffusion in strongly coupled three-dimensional Yukawa systems in magnetic fields
K. N. Dzhumagulova, R. U. Masheyeva, T. Ott, P. Hartmann, T. Ramazanov, Z. Donko, and M. Bonitz
24. The Energy-Autocorrelation Function in Magnetized and Unmagnetized Strongly Coupled Plasmas
T. Ott, Z. Donkó, and M. Bonitz

2015

23. The Effect of Correlations on the Heat Transport in a Magnetized Plasma
T. Ott, M. Bonitz, and Z. Donkó
22. First-principle results for the radial pair distribution function in strongly coupled one-component plasmas
T. Ott and M. Bonitz

2014

21. Dynamics of two-dimensional one-component and binary Yukawa systems in a magnetic field
T. Ott, H. Löwen, and M. Bonitz
20. Coupling Strength in Coulomb and Yukawa One-Component Plasmas
T. Ott, M. Bonitz, L. G. Stanton, and M. S. Murillo

2013

19. Obliquely propagating waves in the magnetized strongly coupled one-component plasma
H. Kählert, T. Ott, A. Reynolds, G. J. Kalman, and M. Bonitz
18. Magnetized strongly coupled plasmas and how to realize them in a dusty plasma setup
M. Bonitz, H. Kählert, T. Ott, and H. Löwen
17. Wave spectra of a strongly coupled magnetized one-component plasma: Quasilocalized charge approximation versus harmonic lattice theory and molecular dynamics
T. Ott, D. A. Baiko, H. Kählert, and M. Bonitz
16. Magnetic Field Blocks Two-Dimensional Crystallization in Strongly Coupled Plasmas
T. Ott, H. Löwen, and M. Bonitz
15. Magnetoplasmons in rotating dusty plasmas
P. Hartmann, Z. Donko, T. Ott, H. Kählert, and M. Bonitz

2012

14. Charge correlations in a harmonic trap
J. Wrighton, H. Kählert, T. Ott, P. Ludwig, H. Thomsen, J. W. Dufty, and M. Bonitz
13. Vacuum space-charge effects in nano-ARPES
S. Hellmann, T. Ott, L. Kipp, and K. Rossnagel
12. Oscillation spectrum of a magnetized strongly coupled one-component plasma
T. Ott, H. Kählert, A. Reynolds, and M. Bonitz

2011

11. Diffusion in a strongly coupled magnetized plasma
T. Ott, and M. Bonitz
10. Non-invasive determination of the parameters of strongly coupled 2D Yukawa liquids
T. Ott, M. Stanley, and M. Bonitz
9. Higher Harmonic Generation in Strongly Coupled Magnetized Two-Dimensional Yukawa Liquids
T. Ott, M. Bonitz, Z. Donkó, H. Kählert, and P. Hartmann
8. Higher harmonics of the magnetoplasmon in strongly coupled Coulomb and Yukawa systems
T. Ott, M. Bonitz, Z. Donkó, and P. Hartmann
7. Effective coupling parameter for 2D Yukawa liquids and non-invasive measurement of plasma parameters
T. Ott, M. Stanley, and M. Bonitz
6. Theoretical description of spherically confined strongly correlated Yukawa plasmas
H. Bruhn, H. Kählert, T. Ott, M. Bonitz, J. Wrighton, and J. W. Dufty

2010

5. Nonlinear magnetoplasmons in strongly coupled Yukawa plasmas
M. Bonitz, Z. Donkó, T. Ott, H. Kählert, and P. Hartmann

2009

4. Anomalous and Fickian diffusion in two- dimensional dusty plasmas
T. Ott and M. Bonitz
3. Comment on “Self-diffusion in 2d dusty-plasma liquids: Numerical-simulation results”
T. Ott, M. Bonitz, and P. Hartmann
2. Is diffusion anomalous in two-dimensional Yukawa liquids?
T. Ott and M. Bonitz

2008

1. Superdiffusion in quasi-two-dimensional Yukawa liquids
T. Ott, M. Bonitz, Z. Donkó, and P. Hartmann

Thesis

Transport and Waves in Strongly Coupled Coulomb and Yukawa One-Component-Plasmas
Torben Ott