Towards the Classification of Non-Marginal Bound States of M-branes and Their Construction Rules

TL;DR

This paper systematically analyzes non-marginal bound states of M-branes using solution generating techniques, T-duality, and lifting procedures, providing a comprehensive list and construction rules for these complex solutions.

Contribution

It introduces a systematic method for classifying and constructing non-marginal M-brane bound states, including tilted configurations, expanding understanding of their solution space.

Findings

List of one- and two-charge bound states including tilted branes

Construction rules for non-marginal M-brane solutions

Framework for generating and analyzing M-brane bound states

Abstract

We present a systematic analysis of possible bound states of M-brane solutions (including waves and monopoles) by using the solution generating technique of reduction of M-brane to 10 dimensions, use of T-duality and then lifting back to 11 dimensions. We summarize a list of bound states for one- and two-charge cases including tilted brane solutions. Construction rules for these non-marginal solutions are also discussed.