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mathcal{A} $$ -theory — A brane world-volume theory with manifest U-duality
by
Hulík, Ondřej
, Wang, Di
, Siegel, Warren D.
, Linch, William D.
, Wang, Yu-Ping
, Hatsuda, Machiko
in
M-Theory
/ String Duality
/ Supergravity Models
/ Superspaces
2023
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mathcal{A} $$ -theory — A brane world-volume theory with manifest U-duality
by
Hulík, Ondřej
, Wang, Di
, Siegel, Warren D.
, Linch, William D.
, Wang, Yu-Ping
, Hatsuda, Machiko
in
M-Theory
/ String Duality
/ Supergravity Models
/ Superspaces
2023
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mathcal{A} $$ -theory — A brane world-volume theory with manifest U-duality
Journal Article
mathcal{A} $$ -theory — A brane world-volume theory with manifest U-duality
2023
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Overview
In this paper, the$$ \\mathcal{A} $$A -theory, an extension of F-theory, is described as a fully U-duality covariant brane theory. This theory has some distinguishing features not known from world-sheet models. In particular, seen as a sigma model, both world-volume and target space coordinates are specific representations of the same group (the U-duality group). The U-duality group in question is an exceptional group (a split form of the E d series). The structure of this group allows it to encompass both the T-duality group of string theory as well as the general linear symmetry group of$$ \\mathcal{M} $$M -theory.$$ \\mathcal{A} $$A -theory is defined by the current algebras in Hamiltonian formalism, or by world-volume actions in Lagrangian formalism. The spacetime coordinates are selfdual gauge fields on the world-volume, requiring the Gauß law constraints tying the world-volume to spacetime. Solving the Gauß law constraints/the Virasoro constraints gives the world-volume/spacetime sectioning from$$ \\mathcal{A} $$A -theory to$$ \\mathcal{T} $$T -theory/$$ \\mathcal{M} $$M -theory respectively. The$$ \\mathcal{A} $$A -theory Lagrangian admits extended symmetry which has not been observed previously in the literature, where the background fields include both the spacetime and the world-volume gravitational fields. We also constructed the four-point amplitude of$$ \\mathcal{A} $$A -theory in the low energy limit. The amplitude is written in a way that the U-duality symmetry is manifest, but after solving the section condition, it reduces to the usual four-graviton amplitude. In the previous papers, we have referred to this model as F-theory, however, F-theory initiated by Vafa is now a big branch of string theory as the study of elliptic fibrations, so we refer to these constructions as generalized models of theory for all dimensions with all duality symmetries as$$ \\mathcal{A} $$A -theory.
Publisher
SpringerOpen
Subject
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