- Language
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Englisch
- Extent
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II, 129 S.
- Notes
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Heidelberg, Univ., Diss., 2011 (Nicht für den Austausch)
- Identifier
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104317964X
Subject
Fermion; Quantengas; Quantenmechanisches System; Laserkühlung; Dipolfalle; Vielteilchensystem; WKB-Methode; Tunneleffekt; Objektiv; Hochschulschrift
Contributor
- Table of contents
- Rights
-
Der Zugriff auf Teile des Objekts ist unbeschränkt möglich.
- Last update
-
15.04.2024, 8:49 AM CEST
Object type
- Monografie
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Dinamica di Sistemi Bistabili Dissipativi e Forzati con applicazioni alla Risposta Acustica dei Solidi Amorfi
Spin-dependent tunneling and heterovalent heterointerface effects in diluted magnetic II-VI semiconductor heterostructures
Controlling system dynamics through reservoir engineering
Studies of esters and their isotopomers using the molecular beam fourier transform microwave (MB-FTMW) spectroscopy
Characterization of ergodicity breaking in disordered quantum systems
Global approaches to open quantum system dynamics - correlations and (non-) Markovianity
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The interplay of chaos and dissipation in driven quantum systems
Collective quantum effects in optomechanical systems = (Kollektive Quanteneffekte in optomechanischen Systemen)
Dissipative state engineering in quantum many-body systems
Some dynamical aspects of generic disordered systems
Deterministic preparation of a tunable few-fermion system
Dinamica di Sistemi Bistabili Dissipativi e Forzati con applicazioni alla Risposta Acustica dei Solidi Amorfi
Spin-dependent tunneling and heterovalent heterointerface effects in diluted magnetic II-VI semiconductor heterostructures
Controlling system dynamics through reservoir engineering
Studies of esters and their isotopomers using the molecular beam fourier transform microwave (MB-FTMW) spectroscopy
Characterization of ergodicity breaking in disordered quantum systems
Global approaches to open quantum system dynamics - correlations and (non-) Markovianity
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The interplay of chaos and dissipation in driven quantum systems
Collective quantum effects in optomechanical systems = (Kollektive Quanteneffekte in optomechanischen Systemen)
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