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von Neumann and the von Neumann Entropy
 in John von Neumann and the Foundations of Quantum Physics
, 2001
"... The highway of the development of entropy is marked by many great names, for example, Clausius, Gibbs, Boltzmann, Szilárd, von Neumann, Shannon, Jaynes, and several others. In this article the emphasis is put on von Neumann and on quantum mechanics. The selection of the subjects reflects the taste ( ..."
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Cited by 8 (2 self)
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The highway of the development of entropy is marked by many great names, for example, Clausius, Gibbs, Boltzmann, Szilárd, von Neumann, Shannon, Jaynes, and several others. In this article the emphasis is put on von Neumann and on quantum mechanics. The selection of the subjects reflects the taste
Von Neumann Algebras
, 2009
"... The purpose of these notes is to provide a rapid introduction to von Neumann algebras which gets to the examples and active topics with a minimum of technical baggage. In this sense it is opposite in spirit from the treatises of ..."
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Cited by 110 (5 self)
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The purpose of these notes is to provide a rapid introduction to von Neumann algebras which gets to the examples and active topics with a minimum of technical baggage. In this sense it is opposite in spirit from the treatises of
SOLID VON NEUMANN ALGEBRAS
, 2003
"... Dedicated to Professor Masamichi Takesaki on the occasion of his 70th birthday. Abstract. We prove that the relative commutant of a diffuse von Neumann subalgebra in a hyperbolic group von Neumann algebra is always injective. It follows that any noninjective subfactor in a hyperbolic group von Neum ..."
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Dedicated to Professor Masamichi Takesaki on the occasion of his 70th birthday. Abstract. We prove that the relative commutant of a diffuse von Neumann subalgebra in a hyperbolic group von Neumann algebra is always injective. It follows that any noninjective subfactor in a hyperbolic group von
SOLID VON NEUMANN ALGEBRAS
, 2003
"... Dedicated to Professor Masamichi Takesaki on the occasion of his 70th birthday. Abstract. We prove that the relative commutant of a diffuse von Neumann subalgebra in a hyperbolic group von Neumann algebra is always injective. It follows that any noninjective subfactor in a hyperbolic group von Neum ..."
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Dedicated to Professor Masamichi Takesaki on the occasion of his 70th birthday. Abstract. We prove that the relative commutant of a diffuse von Neumann subalgebra in a hyperbolic group von Neumann algebra is always injective. It follows that any noninjective subfactor in a hyperbolic group von
von Neumann—Morgenstern Farsightedly Stable
 Sets in TwoSided Matching, Theoretical Economics
, 2011
"... Von NeumannMorgenstern farsightedly stable sets in twosided matching ..."
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Cited by 3 (0 self)
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Von NeumannMorgenstern farsightedly stable sets in twosided matching
On the von Neumann economic growth problem
 Mathematics of Operations Research
, 1995
"... Abstract: We study the complexity of the von Neumann economic growth problem: ..."
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Cited by 2 (1 self)
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Abstract: We study the complexity of the von Neumann economic growth problem:
On the embedding of von Neumann subalgebras
, 1998
"... For a von Neumann algebra with a cyclic and separating vector it will be shown that the von Neumann subalgebras with the same cyclic vector can uniquely be characterized by one– parametric operator–valued functions obeying a set of conditions. Since the properties contain no reference to the subalge ..."
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For a von Neumann algebra with a cyclic and separating vector it will be shown that the von Neumann subalgebras with the same cyclic vector can uniquely be characterized by one– parametric operator–valued functions obeying a set of conditions. Since the properties contain no reference
von Neumann Factorial
"... Abstract. Let n> 1 be an integer and 1 ≤ r ≤ n − 1. We define the von Neumann factorial of r with respect to n to be the product of all nonzero von Neumann regular elements in Zn that are less than or equal to r; we denote it by vnf(r, n). In this article we show that vnf(n − 1, n) is either cong ..."
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Abstract. Let n> 1 be an integer and 1 ≤ r ≤ n − 1. We define the von Neumann factorial of r with respect to n to be the product of all nonzero von Neumann regular elements in Zn that are less than or equal to r; we denote it by vnf(r, n). In this article we show that vnf(n − 1, n) is either
Topics in von Neumann algebras
, 2008
"... The emphasis of the workshop was given to active areas in the theory of von Neumann algebras with connections to other fields as well as to these other fields themselves. Among the participants there were many leading researchers in the theory of von Neumann algebras, but also representatives from g ..."
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The emphasis of the workshop was given to active areas in the theory of von Neumann algebras with connections to other fields as well as to these other fields themselves. Among the participants there were many leading researchers in the theory of von Neumann algebras, but also representatives from
On Von Neumann Spectral Triples
, 2000
"... We define the notion of a von Neumann spectral triple and compute its analytic Chern character. The Hochschild class is also locally computed and identified with the associated residual trace. As an application, we treat the measured residual trace and the measured Dixmier trace in the case of fol ..."
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Cited by 3 (0 self)
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We define the notion of a von Neumann spectral triple and compute its analytic Chern character. The Hochschild class is also locally computed and identified with the associated residual trace. As an application, we treat the measured residual trace and the measured Dixmier trace in the case
Results 1  10
of
3,466