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- W3049001552 abstract "We define a $D=26+1$ Monstrous, purely bosonic M-theory, whose massless spectrum, of dimension $196,884$, is acted upon by the Monster group. Upon reduction to $D=25+1$, this gives rise to a plethora of non-supersymmetric, gravito-dilatonic theories, whose spectrum irreducibly splits under the Monster as $196,884=mathbf{1}oplusmathbf{196,883}$, where the singlet is identified with the dilaton, and $mathbf{196,883}$ denotes the smallest non-trivial representation of the Monster. This clarifies the definition of the Monster as the automorphism of the Griess algebra, by showing that such an algebra is not merely a sum of unrelated spaces, but rather an algebra of massless states for a Monstrous M-theory, which includes Horowitz and Susskind's bosonic M-theory as a subsector. Remarkably, a certain subsector of Monstrous M-theory, when coupled to a Rarita-Schwinger massless field in $ 26+1$, exhibits the same number of bosonic and fermionic degrees of freedom." @default.
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- W3049001552 date "2020-08-15" @default.
- W3049001552 modified "2023-09-27" @default.
- W3049001552 title "Monstrous M-theory" @default.
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