Add to ORKGAn example is presented of a measure on a lattice system which has a measure zero set of points (configurations) where some conditional probability can be discontinuous, but does not become a Gibbs measure under decimation (or other) transformations. We also discuss some related issues
It is known that the joint measures on the product of spin-space and disorder space are very often n...
Can the joint measures of quenched disordered lattice spin models (with finite range) on the product...
We consider the i.i.d. Bernoulli field μ p on Z d with occupation density p ∈ [0,1]. To each reali...
An example is presented of a measure on a lattice system which has a measure zero set of points (con...
An example is presented of a measure on a lattice system which has a measure zero set of points (con...
AbstractIt is shown that the Gibbs probability measure of the SOS model transformed by reducing the ...
We consider two possible extensions of the standard definition of Gibbs measures for lattice spin sy...
AbstractWe consider two possible extensions of the standard definition of Gibbs measures for lattice...
We consider two possible extensions of the standard definition of Gibbs measures for lattice spin sy...
We discuss some examples of measures on lattice systems, which lack the property of being a Gibbs me...
We discuss some examples of measures on lattice systems, which lack the property of being a Gibbs me...
We discuss some examples of measures on lattice systems, which lack the property of being a Gibbs me...
Abstract. We prove that certain Gibbs measures on subshifts of finite type are nonsingular and ergod...
We give an example of a projection which maps two Gibbs measures for the same interaction into Gibbs...
It is known that the joint measures on the product of spin-space and disorder space are very often n...
It is known that the joint measures on the product of spin-space and disorder space are very often n...
Can the joint measures of quenched disordered lattice spin models (with finite range) on the product...
We consider the i.i.d. Bernoulli field μ p on Z d with occupation density p ∈ [0,1]. To each reali...
An example is presented of a measure on a lattice system which has a measure zero set of points (con...
An example is presented of a measure on a lattice system which has a measure zero set of points (con...
AbstractIt is shown that the Gibbs probability measure of the SOS model transformed by reducing the ...
We consider two possible extensions of the standard definition of Gibbs measures for lattice spin sy...
AbstractWe consider two possible extensions of the standard definition of Gibbs measures for lattice...
We consider two possible extensions of the standard definition of Gibbs measures for lattice spin sy...
We discuss some examples of measures on lattice systems, which lack the property of being a Gibbs me...
We discuss some examples of measures on lattice systems, which lack the property of being a Gibbs me...
We discuss some examples of measures on lattice systems, which lack the property of being a Gibbs me...
Abstract. We prove that certain Gibbs measures on subshifts of finite type are nonsingular and ergod...
We give an example of a projection which maps two Gibbs measures for the same interaction into Gibbs...
It is known that the joint measures on the product of spin-space and disorder space are very often n...
It is known that the joint measures on the product of spin-space and disorder space are very often n...
Can the joint measures of quenched disordered lattice spin models (with finite range) on the product...
We consider the i.i.d. Bernoulli field μ p on Z d with occupation density p ∈ [0,1]. To each reali...