On the relation of Matrix theory and Maldacena conjecture

TL;DR

This paper explores the compatibility between M(atrix) theory and the Maldacena conjecture for D0-branes, revealing restrictions on the validity range of the DLCQ version through eleven-dimensional uplift and boost techniques.

Contribution

It provides a novel analysis linking M(atrix) theory and Maldacena conjecture, highlighting their compatibility and the validity constraints in DLCQ.

Findings

M(atrix) theory and Maldacena conjecture are compatible for D0-branes.

Maldacena approach implies a restricted validity range in DLCQ M(atrix) theory.

Uplift to eleven dimensions and boosting are key tools in the analysis.

Abstract

We report a sign that M(atrix) theory conjecture and the Maldacena conjecture for the case of D0-branes are compatible. Furthermore Maldacena point of view implies a restriction of range of validity in the DLCQ version of M(atrix) theory. The analysis is based on the uplift of type IIA supersymetric solution in the Maldacena approach to eleven dimensions, using a boost as a main tool. The relation is explored on both, IMF and DLCF versions of M(atrix) theory