AbstractFor automorphisms of pairs A ⊃ B of factors, we introduce the notion of strong outerness and find conditions guaranteeing this. For a strongly outer action α of a group G, the principal graph and the dual principal graph of the inclusions A[formula]G ⊃ A[formula]G and A[formula]G ⊃ B are obtained
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
The generic dynamics factor A is a small, monotone complete, hyperfinite wild factor of Type III obt...
AbstractWe classify, up to outer conjugacy, free actions ofZon an inclusion of hyperfinite type II1f...
AbstractFor automorphisms of pairs A ⊃ B of factors, we introduce the notion of strong outerness and...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
We show that any compact group can be realized as the outer automorphism group of a factor of type I...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
AbstractWe show that any compact group can be realized as the outer automorphism group of a factor o...
We study equivalence relations and II_1 factors associated with (quotients of) generalized Bernoulli...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
The generic dynamics factor A is a small, monotone complete, hyperfinite wild factor of Type III obt...
AbstractWe classify, up to outer conjugacy, free actions ofZon an inclusion of hyperfinite type II1f...
AbstractFor automorphisms of pairs A ⊃ B of factors, we introduce the notion of strong outerness and...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
Using an idea due to Popa, we can associate a commuting square of factors to any given finite set of...
We show that any compact group can be realized as the outer automorphism group of a factor of type I...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
AbstractWe show that any compact group can be realized as the outer automorphism group of a factor o...
We study equivalence relations and II_1 factors associated with (quotients of) generalized Bernoulli...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
The generic dynamics factor A is a small, monotone complete, hyperfinite wild factor of Type III obt...
AbstractWe classify, up to outer conjugacy, free actions ofZon an inclusion of hyperfinite type II1f...
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