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This document discusses the concept of noncommutative pressure and the variational principle within the context of C*-algebras, particularly focusing on self-adjoint elements and contractive completely positive maps. It establishes a notion of dynamical pressure that extends existing definitions and proves a variational inequality connecting this pressure to free energies. The results include the equality of pressure in certain Cuntz–Krieger algebras with classical pressure and the construction of equilibri

Author

enzo.suriano05

Language

EN