Classical and Quantum Composite p-branes

TL;DR

This paper explores classical and quantum solutions of composite p-branes, proposing a novel approach using Dirichlet strings and string field theory to describe their fluctuations and eleven-dimensional modes.

Contribution

It introduces a new framework connecting p-brane solutions with Dirichlet string fluctuations within string field theory, especially in the context of eleven-dimensional modes.

Findings

Classical composite p-brane solutions analyzed.

Quantization scheme using Dirichlet strings proposed.

Eleventh dimension modes incorporated via string jumps.

Abstract

We discuss classical composite p-brane solutions and their quantization using the conjecture that their fluctuations may be described via degrees of freedom of Dirichlet strings ended on these p-branes. We work with Dirichlet (super)strings in framework of string field theory for open (super)strings. To elaborate in this scheme the eleventh dimension modes we take just a collection of Dirichlet strings which in their middle points have jumps in eleventh dimension. This theory can be seen as string field theory in infinite momentum frame of an eleven dimensional object.