Flat microwave cavities can be used to experimentally simulate quantum mechanical systems. By coupling two such cavities, we study the equivalent to symmetry breaking in quantum mechanics. As the coupling is tunable, we can measure resonance strength distributions as a function of the symmetry breaking. We analyze the data by employing a qualitative model based on random matrix theory and show that the results derived from the strength distribution are consistent with those previously obtained from spectral statistics
In a unifying way, the doorway mechanism explains spectral properties in a rich variety of open meso...
We theoretically study a driven nanomechanical resonator capacitively coupled to a superconducting m...
We present detailed investigations of the experimental signatures of chaos-assisted tunneling in the...
The signatures of classical chaos and the role of periodic orbits in the wave-mechanical eigenvalue ...
Bayesian inference is applied to the level fluctuations of two coupled microwave billiards in order ...
The present doctoral thesis describes experimentally measured properties of the resonance spectra of...
Bayesian inference is applied to the nearest-neighbor and next- nearest-neighbor spacing distributio...
Microwave experiments using 2-D billiard geometries are a precise test of basic is-sues in Quantum C...
In a recent work the resonance widths in a microwave billiard with attached waveguide were studied i...
In this work we shall test predictions of random wave models with microwave experiments. In wave or ...
In this work microwave experiments are used to study the time dependent stability of quantum systems...
We present the results of numerical and experimental studies of the elastic enhancement factor W for...
The fluctuations exhibited by the cross sections generated in a compound-nucleus reaction or, more g...
In a unifying way, the doorway mechanism explains spectral properties in a rich variety of open meso...
In this work I study the statistical properties of the Gaussian symplectic ensemble (GSE) by means ...
In a unifying way, the doorway mechanism explains spectral properties in a rich variety of open meso...
We theoretically study a driven nanomechanical resonator capacitively coupled to a superconducting m...
We present detailed investigations of the experimental signatures of chaos-assisted tunneling in the...
The signatures of classical chaos and the role of periodic orbits in the wave-mechanical eigenvalue ...
Bayesian inference is applied to the level fluctuations of two coupled microwave billiards in order ...
The present doctoral thesis describes experimentally measured properties of the resonance spectra of...
Bayesian inference is applied to the nearest-neighbor and next- nearest-neighbor spacing distributio...
Microwave experiments using 2-D billiard geometries are a precise test of basic is-sues in Quantum C...
In a recent work the resonance widths in a microwave billiard with attached waveguide were studied i...
In this work we shall test predictions of random wave models with microwave experiments. In wave or ...
In this work microwave experiments are used to study the time dependent stability of quantum systems...
We present the results of numerical and experimental studies of the elastic enhancement factor W for...
The fluctuations exhibited by the cross sections generated in a compound-nucleus reaction or, more g...
In a unifying way, the doorway mechanism explains spectral properties in a rich variety of open meso...
In this work I study the statistical properties of the Gaussian symplectic ensemble (GSE) by means ...
In a unifying way, the doorway mechanism explains spectral properties in a rich variety of open meso...
We theoretically study a driven nanomechanical resonator capacitively coupled to a superconducting m...
We present detailed investigations of the experimental signatures of chaos-assisted tunneling in the...