Generalizes Elko theory via a totally antisymmetric spinor field and notes possible links to matroids, qubits, and surreal numbers.
Searching for a Connection Between Matroid Theory and String Theory
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abstract
We make a number of observations about matter-ghost string phase, which may eventually lead to a formal connection between matroid theory and string theory. In particular, in order to take advantage of the already established connection between matroid theory and Chern-Simons theory, we propose a generalization of string theory in terms of some kind of Kahler metric. We show that this generalization is closely related to the Kahler-Chern-Simons action due to Nair and Schiff. In addition, we discuss matroid/string connection via matroid bundles and a Schild type action, and we add new information about the relationship between matroid theory, D=11 supergravity and Chern-Simons formalism.
fields
gr-qc 1years
2019 1verdicts
UNVERDICTED 1representative citing papers
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Generalized Elko Theory
Generalizes Elko theory via a totally antisymmetric spinor field and notes possible links to matroids, qubits, and surreal numbers.