2004
DOI: 10.1016/s0920-5632(03)02430-7
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Renormalization group flow in algebraic holography

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Cited by 2 publications
(1 citation statement)
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“…Interesting thing about Ricci flow is that it can be characterized among all other evolution equations by infinitesimal behavior of the fundamental solutions of the conjugate heat equation. It is also related to the Holographic renormalization group flow (Haro 2000;Ribeiro 2003) (RG-flow) which provides a structural form of the Ads-CFT correspondence. Thus, migration of the system from original host to an artificial environment can be seen as a geometrical flow of information entropy on pre-defined statistical manifold.…”
Section: Renormalization Group Flow As Formalism For the System Migramentioning
confidence: 99%
“…Interesting thing about Ricci flow is that it can be characterized among all other evolution equations by infinitesimal behavior of the fundamental solutions of the conjugate heat equation. It is also related to the Holographic renormalization group flow (Haro 2000;Ribeiro 2003) (RG-flow) which provides a structural form of the Ads-CFT correspondence. Thus, migration of the system from original host to an artificial environment can be seen as a geometrical flow of information entropy on pre-defined statistical manifold.…”
Section: Renormalization Group Flow As Formalism For the System Migramentioning
confidence: 99%