#### Filter Results:

- Full text PDF available (8)

#### Publication Year

2006

2015

- This year (0)
- Last 5 years (1)
- Last 10 years (7)

#### Publication Type

#### Co-author

#### Publication Venue

#### Key Phrases

Learn More

The Hessian of the entropy function can be thought of as a metric tensor on the state space. In the context of thermodynamical fluctuation theory Rup-peiner has argued that the Riemannian geometry of this metric gives insight into the underlying statistical mechanical system; the claim is supported by numerous examples. We study this geometry for some… (More)

The Hessian of either the entropy or the energy function can be regarded as a metric on a Gibbs surface. For two parameter families of asymptotically flat black holes in arbitrary dimension one or the other of these metrics are flat, and the state space is a flat wedge. The mathematical reason for this is traced back to the scale invariance of the… (More)

The Hessian of the entropy function can be thought of as a metric tensor on state space. In the context of thermodynamical fluctuation theory Ruppeiner has argued that the Riemannian geometry of this metric gives insight into the underlying statistical mechanical system; the claim is supported by numerous examples. We study these geometries for some… (More)

In this talk we present the latest results from our ongoing project on geometro-thermodynamics (also known as information geometry of thermodynamics or Ruppeiner geometry) of dilaton BHs in 4D in both Einstein and string frames and a dyonic dilaton BH and at the end we report very briefly results from this approach to the 2D dilaton BHs. Our results so far… (More)

- Jan E. Åman, Stefan Åminneborg, Ingemar Bengtsson, Narit Pidokrajt
- 2008

In 3+1 dimensions there are anti-de Sitter quotients which are black holes with toroidal event horizons. By analytic continuation of the Schwarzschild-anti-de Sitter solution (and appropriate identifications) one finds two one parameter families of spacetimes that contain these quotient black holes. One of these families consists of B-metrics (" bubbles of… (More)

The Ruppeiner metric as determined by the Hessian of the Gibbs surface provides a geometric description of thermodynamic systems in equilibrium. An interesting example is a black hole in equilibrium with its own Hawking radiation. In this article, we present results from the Ruppeiner study of various black hole families from different gravity theories e.g.… (More)

- Narit Pidokrajt
- 2006

To my family, all my physics teachers and the gentle readers Consciousness is the phenomenon whereby the universe's very existence is made known Abstract Thermodynamics of various black hole families in four-and arbitrary-dimensional spacetime spacetime is studied by means of Ruppeiner geometry which is one particular type of information geometry. The… (More)

- Jan E. Åman, Ingemar Bengtsson, Narit Pidokrajt
- Entropy
- 2015

- ‹
- 1
- ›