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  • Thermodynamics of asymptotically conical geometries [Elektronski vir]
    Cvetič, Mirjam ; Gibbons, G. W. ; Saleem, Zain H.
    We study the thermodynamical properties of a class of asymptotically conical geometries known as "subtracted geometries." We derive the mass and angular momentum from the regulated Komar integral and ... the Hawking-Horowitz prescription and show that they are equivalent. By deriving the asymptotic charges, we show that the Smarr formula and the first law of thermodynamics hold. We also propose an analog of Christodulou-Ruffini inequality. The analysis can be generalized to other asymptotically conical geometries.
    Vir: Physical review letters online. - ISSN 1079-7114 (Vol. 114, issue 23, jun. 2015, art. 231301)
    Vrsta gradiva - e-članek
    Leto - 2015
    Jezik - angleški
    COBISS.SI-ID - 86138369
    DOI