Our research group works at the intersection of ultracold atoms and quantum many-body physics, exploring topics like quantum engineering, topological phenomena, and thermodynamic behavior in quantum systems. We use a mix of analytical tools and advanced computational methods to study how complex quantum behavior can arise from simple underlying interactions. I’m particularly interested in collaborating closely with both theorists and experimentalists to get a fuller picture of the rich dynamics these systems display. Our group includes a diverse mix of students and collaborators, and we’re always keen to support curious minds drawn to challenging and fundamental questions.

My research focuses on strongly correlated few-body quantum systems, with particular emphasis on ultracold systems in one dimension. In the past, I worked on designs of quantum simulators built of ultracold Rydberg atoms. My current research focuses on exploring the properties of Hubbard models, with applications in condensed matter physics.

My research focus is on quantum correlations in interacting cold atom systems. I mainly confine myself to one dimension and continuous systems, trying to unravel how interaction effects can be used to enhance the operation of quantum machines, in and out of equillibrium. Also I ocassionally partake in some quantum control, but only on Fridays.   

I am interested in the border between quantum and classical, specifically the places where classical behavior can be seen to emerge from quantum systems. In particular, I am interested in how the measurement of a quantum system might be described as a quantum process itself. I also have an interest in thermodynamics and the arrow of time. In my bachelors project, I tried to quantify the irreversibility of musical melodies using notions from non-equilibrium thermodynamics, searching  for a ‘musical arrow of time.’

My research interests encompass emergent phenomena in quantum many-body systems and lie at the nexus of statistical physics and theoretical condensed matter physics. Currently, I am studying hybrid quantum thermal engines within the Bose-Tonks-Girardeau limit cycle, with a particular emphasis on refrigeration. My goal is to understand both what it means for the cycle to operate as a refrigerator and the precise conditions under which the system enters the refrigeration regime via adiabatic interactions and thermalization. Moving forward, I hope to investigate how changes to particle statistics affect the thermodynamic performance of such quantum machines.

My research interests lie in quantum thermodynamics, particularly using ultracold atomic systems in one-dimensional traps. Previously, I worked on hybrid classical-quantum algorithms for work extraction in spin-chain models. My current research focuses on nonequilibrium thermodynamics and the interplay between quantum correlations and work extraction in quantum batteries based on 1D ultracold gases.

My research interests lie primarily in quantum physics. I have explored quantum control in noisy environments, classical shadows for quantum state tomography, and quantum-inspired neural optimization. Now, I am opening my new chapter on quantum chaos.

No matter how patiently the researchers explain their work to me, the moment I try to grasp it, it collapses.
It feels like I'm somewhere between understanding and not quite—both at the same time.  Still, I do my best to keep things running smoothly behind the scenes.
What I enjoy most in this role is watching researchers grow, glimpsing cutting-edge science, and meeting fascinating people from around the world.

My research lies at the intersection of solid-state physics and the physics of ultracold atomic gases.  My work on numerically exact solutions for strongly correlated ultracold fermions and excitons/exciton-polaritons has highlighted how methods can be transferred between atomic and condensed-matter platforms.  I am particularly interested in pairing mechanisms, low-dimensional systems, few-body physics, and probing the emergence of many-body behaviour from the few-body limit.

My interest lies in ultracold quantum gases, specifically Bose-Einstein condensates (BEC). I have worked in dipolar BEC for a long time, studying interesting solutions like solitons, droplets and supersolids etc. I have explored a few interesting topics that can be probed with BECs such as light-matter interaction and shortcuts to adiabaticity. My newest research interest is polarons in BEC.

My interests lie broadly in the field of Quantum Optics. My current research work focuses on ultracold atomic systems and Rydberg atoms interacting with ultracold atoms. Ultracold atomic systems offer highly tunable and well-controlled platforms for studying many-body quantum dynamics. The interaction between Rydberg atoms and these systems not only enables the exploration of many-body bound states but also provides a means to investigate tunable open quantum systems.

I have also recently been exploring the field of Cavity Quantum Electrodynamics, where the control over electromagnetic wave modes interacting with atoms enables fundamental studies of light-matter interactions.

My research focuses on few-particle systems confined in low-dimensional geometries. My objective is to study the correlations induced by the interparticle interactions, considering both ground and excited states. I am also interested in time-dependent few-particle systems and how the interactions and geometry affect the dynamics.

I am broadly interested in quantum phenomena. I’m fascinated by the fundamental principles that govern the dynamics of quantum systems, and I enjoy using simulations to explore complex physical models and study their behavior. Currently, my research focuses on the generalized hydrodynamics description of one-dimensional Bose gases. 

My research interests focus on exploring quantum phenomena in ultracold atomic gases confined within precisely controlled traps. I am particularly interested in topological phases of matter, Floquet engineering, and time crystals. Additionally, I aim to apply machine learning techniques to address low-energy physics problems. Ultimately, my objective is to advance our understanding of the fundamental nature of quantum matter and investigate its potential applications in quantum computation and simulation.