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Hochman, Mike - Department of Mathematics, Princeton University
EXAMPLES OF NON-POLYGONAL LIMIT SHAPES IN I.I.D. FIRST-PASSAGE PERCOLATION AND INFINITE COEXISTENCE IN
ON NOTIONS OF DETERMINISM IN TOPOLOGICAL DYNAMICS MICHAEL HOCHMAN
Are the periodic points dense in multidimensional strongly irreducible SFTs?
GENERICITY AND APPROXIMATION FOR CONNECTED MICHAEL HOCHMAN
SLOW ENTROPY AND DIFFERENTIABLE MODELS FOR INFINITE-MEASURE PRESERVING Zk
DYNAMICS ON FRACTALS AND FRACTAL DISTRIBUTIONS MICHAEL HOCHMAN
GEOMETRIC RIGIDITY OF m INVARIANT MEASURES MICHAEL HOCHMAN
RECURRENCE AND TOPOLOGICAL ENTROPY MICHAEL HOCHMAN
Clarification to "Zero Temperature Limits of Gibbs In Theorem 1.2, the term "sequence" is poorly chosen. It should be understood
NOTE ON ONE-SIDED AND TWO-SIDED ERGODIC MICHAEL HOCHMAN
ISOMORPHISM AND EMBEDDING OF BOREL SYSTEMS ON MICHAEL HOCHMAN
NON EXPANSIVE DIRECTIONS FOR Z2 MICHAEL HOCHMAN
GROUPS OF AUTOMORPHISMS OF SFTS MICHAEL HOCHMAN
ROHLIN PROPERTIES FOR Zd ACTIONS ON THE CANTOR
ARE THERE FACTOR-UNIVERSAL CA? MICHAEL HOCHMAN
INVERSES, POWERS AND CARTESIAN PRODUCTS OF TOPOLOGICALLY DETERMINISTIC MAPS
ON THE AUTOMORPHISM GROUPS OF MULTIDIMENSIONAL SHIFTS OF FINITE TYPE
PROBABILITY MEASURES ON Rd ARE AMENABLE
RECURRENCE DENSITIES FOR STATIONARY PROCESSES MICHAEL HOCHMAN
WHAT CAN WE LEARN BY OBSERVING A STATIONARY MICHAEL HOCHMAN
LOCAL ENTROPY AVERAGES AND PROJECTIONS OF FRACTAL MICHAEL HOCHMAN AND PABLO SHMERKIN
Open Problems November 22, 2010
