**Direct URL:**http://theory.kfkl.cz/staff/zonda

×Dr. Žonda is currently on a long term stay at University of Freiburg.

# Contact details

RNDr. Martin Žonda, Ph.D.

researcher

ResearcherID: M-9520-2015

ORCID: 0000-0002-8513-3392

Scopus Author ID: 23570172500

Google Scholar ID: rNUfEn4AAAAJ

ORCID: 0000-0002-8513-3392

Scopus Author ID: 23570172500

Google Scholar ID: rNUfEn4AAAAJ

# Research interests

**Superconducting quantum dot**(SQD): SQD consists of a quantum dot, a device that allows to store and manipulate single electrons, and superconducting leads, where superconductivity is a macroscopic quantum phenomena. SQDs are rich physical playgrounds with tremendous potential for real world applications. Our primarily effort is focused on making the theoretical analyses of real SQD as easy as possible.**Stochastic dynamics**of particle in generalized washboard potentials: This study actually incorporates a class of problems with applicability in different fields of physics. Nevertheless, we primarily focus on the phase dynamics of the Josephson Junctions and related devices.**Quantum Monte Carlo**(QMC) for systems out of equilibrium: The non-equilibrium physics of quantum many-body systems is one of central topics of the current research. Unfortunately, the simulation of of real-time quantum dynamics is a difficult task. We are working on a promising implementation of a QMC technique, that should significantly shorten the lengthy simulations.

# Recent publications

## Regular articles

Quantum dot attached to superconducting leads: Relation between symmetric and asymmetric coupling

Phys. Rev. B**95**, 195114 (2017)

Josephson-phase-controlled interplay between correlation effects and electron pairing in a three-terminal nanostructure

Phys. Rev. B**95**, 045104 (2017)

Noisy metamolecule: strong narrowing of fluorescence line: comment

Opt. Lett.**41**, 5821 (2016)

- See list of all publications by M. Žonda

# Available projects for students

## Bachelor theses

- Study of phase transitions in models with itinerant and localized particles

Studium fázových přechodů v modelech s itineratními a lokalizovanými částicemi