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Higher Structures in M-Theory

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abstract

The key open problem of string theory remains its non-perturbative completion to M-theory. A decisive hint to its inner workings comes from numerous appearances of higher structures in the limits of M-theory that are already understood, such as higher degree flux fields and their dualities, or the higher algebraic structures governing closed string field theory. These are all controlled by the higher homotopy theory of derived categories, generalised cohomology theories, and $L_\infty$-algebras. This is the introductory chapter to the proceedings of the LMS/EPSRC Durham Symposium on Higher Structures in M-Theory. We first review higher structures as well as their motivation in string theory and beyond. Then we list the contributions in this volume, putting them into context.

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hep-th 1

years

2024 1

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CONDITIONAL 1

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Super-$\mathrm{Lie}_\infty$ T-Duality and M-Theory

hep-th · 2024-11-15 · conditional · novelty 6.0

The M-algebra is shown to be the brane-charge completion of the fully T-doubled super-spacetime, with the Poincaré super 2-form of T-duality lifted to a Poincaré super 3-form.

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  • Super-$\mathrm{Lie}_\infty$ T-Duality and M-Theory hep-th · 2024-11-15 · conditional · none · ref 99 · internal anchor

    The M-algebra is shown to be the brane-charge completion of the fully T-doubled super-spacetime, with the Poincaré super 2-form of T-duality lifted to a Poincaré super 3-form.