Representations of Quantum Minimal Surface Algebrasvia Kac-Moody-theory
arXiv:2105.03515
Abstract
We consider epimorphisms from quantum minimal surface algebras onto involutroy subalgebras of split real simply-laced Kac-Moody algebras and provide examples of affine and finite type. We also provide epimorphisms onto such Kac-Moody algebras themselves, where reality of the construction is important. The results extend to the complex situation.
References in corpus (8)
- A Large-N Reduced Model as Superstring
- E10 and a "small tension expansion" of M Theory
- E_(10), BE_(10) and Arithmetical Chaos in Superstring Cosmology
- Extended E8 Invariance of 11-Dimensional Supergravity
- Lectures on open strings, and noncommutative gauge fields
- Fundamental Structures of M(brane) Theory
- Generalized spin representations
- Some remarks on representations of Yang-Mills algebras