We theoretically and numerically demonstrate that completely integrable scattering processes may exhibit fractal transmission fluctuations, due to typical spectral properties of integrable systems. Similar properties also occur with scattering processes in the presence of strong dynamical localization, thus explaining recent numerical observations of fractality in the latter class of systems
39 pages, 10 figures Compared with the previous version, we generalized the correspondence between s...
Recent studies by mathematicians and physicists have identified a close association between the dist...
The frequency of occurrence of prime numbers at unit number spacing intervals exhibits self-similar ...
We theoretically and numerically demonstrate that completely integrable scattering processes may exh...
We study fluctuations of survival probability in an open quantum system classically described by a m...
Invited article in the SPECIAL ISSUE of Journal of Physics A on "TRENDS in QUANTUM CHAOTIC SCATTERIN...
We confirm the factorization conjecture for resonance states in open chaotic systems in the paradigm...
Dynamical systems in nature such as fluid flows, heart beat patterns, rainfall variability, stock ma...
60 pages, no figures (numerical results are shown in other references).International audienceWe anal...
This letter summarizes numerical results from [1] which show that in quantum systems with chaotic cl...
editorial reviewedMultifractal wave functions appear in a wide range of systems intermediate between...
After nearly one hundred years after its origins, foundational quantum mechanics remains one of the ...
International audienceThis contribution summarizes our work with M.Zworski on open quantum open chao...
The dynamic and kinetic behavior of processes occurring in fractals with spatial discrete scale inva...
While quantum multifractality has been widely studied in the physics literature and is by now well u...
39 pages, 10 figures Compared with the previous version, we generalized the correspondence between s...
Recent studies by mathematicians and physicists have identified a close association between the dist...
The frequency of occurrence of prime numbers at unit number spacing intervals exhibits self-similar ...
We theoretically and numerically demonstrate that completely integrable scattering processes may exh...
We study fluctuations of survival probability in an open quantum system classically described by a m...
Invited article in the SPECIAL ISSUE of Journal of Physics A on "TRENDS in QUANTUM CHAOTIC SCATTERIN...
We confirm the factorization conjecture for resonance states in open chaotic systems in the paradigm...
Dynamical systems in nature such as fluid flows, heart beat patterns, rainfall variability, stock ma...
60 pages, no figures (numerical results are shown in other references).International audienceWe anal...
This letter summarizes numerical results from [1] which show that in quantum systems with chaotic cl...
editorial reviewedMultifractal wave functions appear in a wide range of systems intermediate between...
After nearly one hundred years after its origins, foundational quantum mechanics remains one of the ...
International audienceThis contribution summarizes our work with M.Zworski on open quantum open chao...
The dynamic and kinetic behavior of processes occurring in fractals with spatial discrete scale inva...
While quantum multifractality has been widely studied in the physics literature and is by now well u...
39 pages, 10 figures Compared with the previous version, we generalized the correspondence between s...
Recent studies by mathematicians and physicists have identified a close association between the dist...
The frequency of occurrence of prime numbers at unit number spacing intervals exhibits self-similar ...