Double Field Theory on Group Manifolds in a Nutshell
Ralph Blumenhagen, Pascal du Bosque, Falk Hassler, Dieter Lust

TL;DR
This paper reviews the development of Double Field Theory on Group Manifolds, highlighting its relationship with standard DFT and discussing open questions and future research directions.
Contribution
It provides a concise overview of DFT on group manifolds, extending basic notions from DFT and exploring their generalizations and connections.
Findings
Clarified the relationship between DFT and DFTWZW
Outlined the transition from DFTWZW to DFT
Identified open questions and future research avenues
Abstract
We give a brief overview of the current status of Double Field Theory on Group Manifolds (DFTWZW). Therefore, we start by reviewing some basic notions known from Double Field Theory (DFT) and show how they extend/generalize into the framework of Double Field Theory on Group Manifolds. In this context, we discuss the relationship between both theories and the transition from DFTWZW to DFT. Furthermore, we address some open questions and present an outlook into our current research.
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Taxonomy
TopicsHomotopy and Cohomology in Algebraic Topology · Algebraic structures and combinatorial models · Noncommutative and Quantum Gravity Theories
