Static N=2 Black Holes For Quadratic Prepotentials

TL;DR

This paper investigates the entropy and solutions of N=2 black holes with quadratic prepotentials, using the principle of minimal central charge, and explores their possible microscopic origins.

Contribution

It provides a new static black hole solution with non-constant scalar moduli for models with quadratic prepotentials and analyzes their entropy using minimal central charge.

Findings

Derived a static black hole solution with dynamic scalar moduli.

Calculated the entropy for these black holes.

Speculated on the microscopic origin of the solutions.

Abstract

We employ the principle of minimal central charge and study the entropy of N=2 black holes corresponding to the most general quadratic prepotential. We also give a static black hole solution for these models in which the scalar moduli are non constants. Finally, we speculate on the microscopic origin for our solution.