Startseite UR
![]() | Eine Stufe nach oben |
Hummel, Quirin, Richter, Klaus
und Schlagheck, Peter
(2023)
Genuine Many-Body Quantum Scars along Unstable Modes in Bose-Hubbard Systems.
Physical review letters 130 (25), S. 250402.
und Schlagheck, Peter
(2023)
Genuine Many-Body Quantum Scars along Unstable Modes in Bose-Hubbard Systems.
Physical Review Letters 130 (25).
Volltext nicht vorhanden.
Hummel, Quirin, Geiger, Benjamin
, Urbina, Juan Diego und Richter, Klaus
(2019)
Reversible Quantum Information Spreading in Many-Body Systems near Criticality.
Physical Review Letters (PRL) 123 (16), S. 160401.
Hummel, Quirin, Urbina, Juan Diego und Richter, Klaus
(2019)
Partial Fermionization: Spectral Universality in 1D Repulsive Bose Gases.
Physical Review Letters 122 (24), S. 240601.
, Urbina, Juan Diego und Richter, Klaus
(2019)
Reversible Quantum Information Spreading in Many-Body Systems near Criticality.
Physical Review Letters 123 (16).
Volltext nicht vorhanden.
Geiger, Benjamin
, Hummel, Quirin, Urbina, Juan Diego und Richter, Klaus
(2018)
Nonlocal pair correlations in Lieb-Liniger gases: A unified nonperturbative approach from weak degeneracy to high temperatures.
Physical Review A (PRA) 97 (6), 063612.
Hummel, Quirin
(2018)
Semiclassical Theory of Few- and Many-body Quantum Systems with Short-range Interactions.
Dissertation, Universität Regensburg.
Geiger, Benjamin
, Urbina, Juan Diego, Hummel, Quirin und Richter, Klaus
(2017)
Semiclassics in a system without classical limit: The few-body spectrum of two interacting bosons in one dimension.
Physical Review E (PRE) 96 (2), 022204.
Hummel, Quirin, Urbina, Juan Diego und Richter, Klaus
(2016)
Canonical description of 1D few-body systems with short range interaction.
arXiv.org.
Urbina, Juan Diego, Kuipers, Jack, Matsumoto, Sho, Hummel, Quirin und Richter, Klaus
(2016)
Multiparticle Correlations in Mesoscopic Scattering: Boson Sampling, Birthday Paradox, and Hong-Ou-Mandel Profiles.
Physical Review Letters (PRL) 116 (10), S. 100401.
, Urbina, Juan Diego, Hummel, Quirin und Richter, Klaus
(2015)
Complex scattering as canonical transformation: A semiclassical approach in Fock space.
Annalen der Physik 527 (9-10), S. 737-747.
Zugang zum Volltext eingeschränkt.
Kuipers, Jack, Hummel, Quirin und Richter, Klaus
(2014)
Quantum Graphs Whose Spectra Mimic the Zeros of the Riemann Zeta Function.
Physical Review Letters (PRL) 112 (7), 070406.
Hummel, Quirin
(2012)
Semiclassical approach to systems of identical particles.
Diplomarbeit, Universität Regensburg.
Publikationsserver
Publizieren: oa@ur.de
0941 943 -4239 oder -69394
Dissertationen: dissertationen@ur.de
0941 943 -3904
Forschungsdaten: datahub@ur.de
0941 943 -5707