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Hoffman, Christopher - Department of Mathematics, University of Washington at Seattle
The scenery factor of the [T, T-1 ] transformation is not loosely
Energy of Flows on Percolation Clusters Christopher Hoffman1,2
If the [T, Id] automorphism is Bernoulli then the [T, Id] endomorphism is standard
A dyadic endomorphism which is Bernoulli but not standard
Entropy and dyadic equivalence of random walks on a random scenery
Energy of flows on Z2 percolation clusters
is not Standard Deborah Heicklen
A loosely Bernoulli counterexample machine Christopher Hoffman
AN ENDOMORPHISM WHOSE SQUARE IS BERNOULLI CHRISTOPHER HOFFMAN
UNPREDICTABLE NEAREST NEIGHBOR PROCESSES CHRISTOPHER HOFFMAN
A family of nonisomorphic Markov random fields
A ZERO ENTROPY T SUCH THAT THE [T,ID] ENDOMORPHISM IS NONSTANDARD
Phase transition in dependent percolation Christopher Hoffman 1,2
A K COUNTEREXAMPLE MACHINE CHRISTOPHER HOFFMAN