Pitaevskii Center on Bose-Einstein Condensation

Articles

Reviews

Theses

Books

Highlights

Reports

 

Recent Ph.D. Theses

• Anna Berti (2024), Simulation of curved-space quantum field theories with two-component Bose-Einstein condensates: from black-hole physics to cosmology
• Julius Alexander Mildenberger (2023), Towards Error-Resilience in Quantum Simulation of Lattice Gauge Theories
• Piccioli Francesco (2023), Topological Photonics in guided wave geometries: A topological toolbox for signal processing
• Riccardo Cominotti (2023), Experiments with Coherently-Coupled Bose-Einstein condensates: from magnetism to cosmology
• Daniele Contessi (2023), Data driven approach to detection of quantum phase transitions
• Philipp Johann Uhrich (2023), Towards Quantum Simulation of the Sachdev-Ye-Kitaev Model
• Alberto Nardin (2023), Linear and nonlinear edge dynamics and quasiparticle excitations in fractional quantum Hall systems
• Nick Keepfer (2022), Confined Bose superfluids: a study of vorticity in a rotating bucket, and phase transitions and sound in a trap from two to three dimensions
• Ricardo Costa de Almeida (2022), Entanglement certification in quantum many-body systems
• Kevin Thomas Geier (2022), Probing Dynamics and Correlations in Cold-Atom Quantum Simulators
• Matteo Sighinolfi (2022), Open quantum systems and ultracold atoms
• Alberto Munoz De Las Heras (2022), Non-Hermitian and Topological Features of Photonic Systems
• Louise Wolswijk (2022), Equilibrium and out-of-equilibrium physics of Bose gases at finite temperature
• Santo Maria Roccuzzo (2021), Supersolidity in a dipolar quantum gas
• Arturo Farolfi (2021), Spin dynamics in two-component Bose-Einstein condensates
• Luca Giacomelli (2021), Superradiant phenomena - Lessons from and for Bose-Einstein condensates
• Ivan Amelio (2020), Coherent Dynamics of Low Dimensional Quantum Fluids of Light and Matter
• Elia Macaluso (2020), Probing Quasihole and Edge Excitations of Atomic and Photonic Fractional Quantum Hall Systems
• Miki Ota (2020), Sound propagation in dilute Bose gases
• Carmelo Mordini (2019), Measurement of the density profile of quantized vortices and of the equation of state in a 3D interacting Bose gas
• Matteo Barbiero (2019), Novel techniques for a Strontium Optical Lattice Clock"
• Luca Parisi (2019), Mixtures of ultracold Bose gases in one dimension: A Quantum Monte Carlo study
• Fabrizio Larcher (2018), Dynamical excitations in low-dimensional condensates: sound, vortices and quenched dynamics
• Giacomo Colzi (2018), A new apparatus to simulate fundamental interactions with ultracold atoms
• Eleonora Fava (2018), Static and dynamics properties of a miscible two-component Bose-Einstein condensate
• José Lebreuilly (2017), Strongly correlated quantum fluids and effective thermalization in non-Markovian driven-dissipative photonic systems
• Giulia De Rosi (2017), Collective oscillations of a trapped atomic gas in low dimensions and thermodynamics of one-dimensional Bose gas
• Simone Serafini (2017), Dynamics of Vortices and their Interactions in Bose-Einstein Condensates
• Simone Donadello (2016), Observation of the Kibble-Zurek mechanism in a bosonic gas
• Grazia Salerno (2016), Artificial gauge fields in photonics and mechanical systems
• Alberto Sartori (2016), Dynamical properties of Bose-Bose Mixtures
• Luis A. Peña Ardila (2015), Impurities in a Bose-Einstein condensate using quantum Monte-Carlo methods: ground-state properties
• Nicola Bartolo (2014), Matter Waves in Reduced Dimensions: Dipolar-Induced Resonances and Atomic Artificial Crystals
• Giovanni Italo Martone (2014), Static and dynamic properties of spin-orbit-coupled Bose-Einstein condensates
• Zou Peng (2014), Mean-field theory for the dynamics of superfluid fermions in the BCS-BEC crossover
• Hou Yan-Hua (2013), Two-fluid Hydrodynamics of a quasi-1D unitary Fermi gas
• Marco Larcher (2013), Localization and spreading of matter waves in disordered potentials
• Natalia Matveeva (2013), Study of dynamic and ground-state properties of dipolar Fermi gases using mean-field and quantum Monte Carlo methods