Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Von_Neumann_entropy> ?p ?o. }
Showing items 1 to 14 of
14
with 100 items per page.
- Von_Neumann_entropy abstract "In quantum statistical mechanics, the von Neumann entropy, named after John von Neumann, is the extension of classical Gibbs entropy concepts to the field of quantum mechanics. For a quantum-mechanical system described by a density matrix ρ, the von Neumann entropy iswhere tr denotes the trace. If ρ is written in terms of its eigenvectors |1〉, |2〉, |3〉, ... asthen the von Neumann entropy is merelyIn this form, S can be seen to amount to the information theory Shannon entropy.".
- Von_Neumann_entropy wikiPageID "2515425".
- Von_Neumann_entropy wikiPageRevisionID "600170843".
- Von_Neumann_entropy hasPhotoCollection Von_Neumann_entropy.
- Von_Neumann_entropy subject Category:Quantum_mechanical_entropy.
- Von_Neumann_entropy comment "In quantum statistical mechanics, the von Neumann entropy, named after John von Neumann, is the extension of classical Gibbs entropy concepts to the field of quantum mechanics. For a quantum-mechanical system described by a density matrix ρ, the von Neumann entropy iswhere tr denotes the trace. If ρ is written in terms of its eigenvectors |1〉, |2〉, |3〉, ... asthen the von Neumann entropy is merelyIn this form, S can be seen to amount to the information theory Shannon entropy.".
- Von_Neumann_entropy label "Entropia von Neumanna".
- Von_Neumann_entropy label "Von Neumann entropy".
- Von_Neumann_entropy sameAs Entropia_von_Neumanna.
- Von_Neumann_entropy sameAs m.025sb_y.
- Von_Neumann_entropy sameAs Q6961323.
- Von_Neumann_entropy sameAs Q6961323.
- Von_Neumann_entropy wasDerivedFrom Von_Neumann_entropy?oldid=600170843.
- Von_Neumann_entropy isPrimaryTopicOf Von_Neumann_entropy.