Defines a macroscopic Kähler metric linking geometric thermodynamics to the Fisher matrix and computes exact partition functions on CV manifolds with an extended Souriau framework using Casimir functions.
Stable de Sitter Vacua from N=2 Supergravity
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abstract
We find extrema of the potential of matter couplings to N=2 supergravity that define de Sitter vacua and no tachyonic modes. There are three essential ingredients in our construction: namely non-abelian non-compact gaugings, de Roo-Wagemans rotation angles, and Fayet-Iliopoulos terms.
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2026 1verdicts
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The macroscopic Kaehler metric of Geometric Thermodynamics versus the microscopic one on the Event Manifold: Exact Partition Functions on CV manifolds. Extended Souriau temperatures and spontaneous magnetizations
Defines a macroscopic Kähler metric linking geometric thermodynamics to the Fisher matrix and computes exact partition functions on CV manifolds with an extended Souriau framework using Casimir functions.