Quantum Theory Group in Palermo

We are a large team, based in the Department of Physics and Chemistry at University of Palermo, exploring the theory of quantum systems and processes.

We address frontier questions in the engineering, control, characterisation and exploitations of quantum states and resources. The expertise of the members of our group spans a large range of topics, from Quantum Optics to Condensed Matter and Statistical Physics, from Quantum Information Processing to Open System Dynamics and Artificial Intelligence. We also enjoy exploring the intricacies of the foundations of quantum mechanics from an information theoretic standpoint. Image

A key aim of our research is the development of theoretical frameworks of prompt experimental translation to understand the interplay between quantum resources, non-equilibrium physics, and control.

While pursuing these goals, we interact with some of the leading experimental teams addressing photonics, optomechanics, cold atom, and semiconductor-based platforms. Get in touch with us if you are interested in our research and to explore potentials for collaborations!

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Papers, Projetcs and …

Thermodynamic Constraints on the Emergence of Intersubjectivity in Quantum Systems

Ideal quantum measurement requires divergent thermodynamic resources. This is a consequence of the third law of thermodynamics, which prohibits the preparation of the measurement pointer in a fully erased, pure state required for the acquisition of perfect, noiseless measurement information. In this work, we investigate the consequences of finite resources in the emergence of intersubjectivity as a model for measurement processes with multiple observers. Here, intersubjectivity refers to a condition in which observers agree on the observed outcome (agreement), and their local random variables exactly reproduce the original random variable for the system observable (probability reproducibility). While agreement and reproducibility are mutually implied in the case of ideal measurement, finite thermodynamic resources constrain each of them. Starting from the third law of thermodynamics, we derive how the achievability of ideal intersubjectivity is affected by restricted thermodynamic resources. Specifically, we establish a no-go theorem concerning perfect intersubjectivity and present a deviation metric to account for the influence of limited resources. We further present attainable bounds for the agreement and bias that are exclusively dependent on the initial state of the environment. In addition, we show that either by cooling or coarse-graining, we can approximate ideal intersubjectivity even with finite resources. This work bridges quantum thermodynamics and the emergence of classicality in the form of intersubjectivity.