Eventi
Thermalization of quantum memories
Quantum memories are quantum spins systems designed to protect a quantum state from external noise. Contrary to the classical case, there are reasons to conjecture that there are no two-dimensional quantum memories that survive for long period of times at non-zero temperature.
In this talk, I will discuss a way to rigorously prove this conjecture, by estimating the mixing time of a class of Quantum Markovian Semigroups. I will then present some recent results, regarding the case of so-called Kitaev's quantum double models, for which we can perform such estimate and confirm the conjecture.
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This initiative is part of the "PhD Lectures" activity of the project "Departments of Excellence 2023-2027". This activity consists of seminars open to Ph.D. students, followed by meetings with the speaker to discuss and go into detail on the topics presented at the talk.
Seminari Matematici al
Politecnico di Milano
- Analisi
- Cultura Matematica
- Seminari FDS
- Geometria e Algebra
- Probabilità e Statistica Matematica
- Probabilità Quantistica