M theory Branes : U duality properties and a class of new Static Solutions

TL;DR

This paper derives the most general static intersecting brane solutions in M theory, revealing new horizonless configurations and analyzing their properties within the framework of U duality symmetries.

Contribution

It provides a comprehensive analytical derivation of static intersecting brane solutions, including new horizonless cases, and explores their physical and symmetry properties.

Findings

Derived the most general static intersecting brane solutions.

Identified a new class of horizonless static solutions.

Analyzed the properties and physical relevance of these solutions.

Abstract

We obtain the most general static intersecting brane solutions by directly solving the relevant equations of motion analytically and in complete generality. These solutions reduce to the known ones in special cases, and contain further a class of new static solutions which are horizonless. We describe their properties and discuss their physical relevance. Along the way, we also describe the features of the brane energy momentum tensors, the equations of motion, and their solutions which arise as consequences of the intersection rules and the U duality symmetries of M theory.