We consider some of the main notions of Gibbs measures on subshifts introduced by
different communities, such as dynamical systems, probability, operator algebras, and …

KMS states on Z 2-crossed products of unital C∗-algebras A are characterized in terms of
KMS states and twisted KMS functionals of A. These functionals are shown to describe the …

KMS states on $\mathbb {Z} _2 $-crossed products of unital $ C^* $-algebras $\mathcal {A} $
are characterized in terms of KMS states and graded KMS functionals of $\mathcal {A} …

KMS states on Z2-crossed products of unital C∗-algebras A are characterized in terms of
KMS states and twisted KMS functionals of A. These functionals are shown to describe the …

The KMS states on an observable algebra model its thermal equilibrium behavior. The
crossed product of an algebra of observable by a finite subgroup of its symmetries is an …