We explore in these introductory notes, the relation between information and physics through the investigation of the Maxwell demon paradox.
Quantum walk of two inteacting particles on a one dimensional lattice with an iterface at the origing separating two regions with different energy band topology.
We explore, using the interesting example of skyrmions in magnetic materials, some elementary concepts of topological phases in condensed matter. We proceed by traveling over different scales form macroscopic to microscopic and back.
Simple model of a complex quantum system: a particle interacting with spins on a graph.
We explore, using the interesting example of teleportation, some elementary concepts of quantum information, from quantum circuits to graphs states.
Thesis subject on the relationships between disorder, interaction and statistical properties of quantum graphs.
Scientific computing and master project internships: interacting quantum walks and entanglement.
Effects of disorder and interaction on a quantum walk with nontrivial topology.
La physique théorique établit les concepts physiques et exprime mathématiquement les lois de la nature en accord avec les mesures expérimentales.
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