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- W2798776977 abstract "Building on a strategy introduced in arXiv:1706.05364, we present exact analytic expressions for all the singlet eigenstates and eigenvalues of the simplest non-linear ($n=2, d=3$) gauged Gurau-Witten tensor model. This solves the theory completely. The ground state eigenvalue is $-2sqrt{14}$ in suitable conventions. This matches the result obtained for the ground state energy in the ungauged model, via brute force diagonalization on a computer. We find that the leftover degeneracies in the gauged theory, are only partially accounted for by its known discrete symmetries, indicating the existence of previously unidentified hidden global symmetries in the system. We discuss the spectral form factor, the beginnings of chaos, and the distinction between theories with $SO(n)$ and $O(n)$ gaugings. Our results provide the complete analytic solution of a non-linear gauge theory in 0+1 dimensions, albeit for a specific value of $N$. A summary of the main results in this paper were presented in the companion letter arXiv:1802.02502." @default.
- W2798776977 created "2018-05-07" @default.
- W2798776977 creator A5054702301 @default.
- W2798776977 creator A5086102110 @default.
- W2798776977 date "2019-01-01" @default.
- W2798776977 modified "2023-09-23" @default.
- W2798776977 title "Complete solution of a gauged tensor model" @default.
- W2798776977 cites W2010357160 @default.
- W2798776977 cites W2141148899 @default.
- W2798776977 cites W2166429055 @default.
- W2798776977 cites W2252917783 @default.
- W2798776977 cites W2344612405 @default.
- W2798776977 cites W2405851928 @default.
- W2798776977 cites W2517409392 @default.
- W2798776977 cites W2523297111 @default.
- W2798776977 cites W2533729554 @default.
- W2798776977 cites W2547818341 @default.
- W2798776977 cites W2558074767 @default.
- W2798776977 cites W2559575799 @default.
- W2798776977 cites W2573438521 @default.
- W2798776977 cites W2581653392 @default.
- W2798776977 cites W2582456787 @default.
- W2798776977 cites W2584218635 @default.
- W2798776977 cites W2587315384 @default.
- W2798776977 cites W2588901455 @default.
- W2798776977 cites W2600067054 @default.
- W2798776977 cites W2605044416 @default.
- W2798776977 cites W2610514762 @default.
- W2798776977 cites W2611930351 @default.
- W2798776977 cites W2612733452 @default.
- W2798776977 cites W2614804509 @default.
- W2798776977 cites W2620099144 @default.
- W2798776977 cites W2620392343 @default.
- W2798776977 cites W2620716841 @default.
- W2798776977 cites W2625145203 @default.
- W2798776977 cites W2626129671 @default.
- W2798776977 cites W2636284524 @default.
- W2798776977 cites W2673022114 @default.
- W2798776977 cites W2703906751 @default.
- W2798776977 cites W2730097398 @default.
- W2798776977 cites W2732165031 @default.
- W2798776977 cites W2741552976 @default.
- W2798776977 cites W2754681416 @default.
- W2798776977 cites W2763095486 @default.
- W2798776977 cites W2766512434 @default.
- W2798776977 cites W2769496252 @default.
- W2798776977 cites W2770116499 @default.
- W2798776977 cites W2770670464 @default.
- W2798776977 cites W2770694769 @default.
- W2798776977 cites W2774634463 @default.
- W2798776977 cites W2775170060 @default.
- W2798776977 cites W2782213698 @default.
- W2798776977 cites W2784551731 @default.
- W2798776977 cites W2785773256 @default.
- W2798776977 cites W2785799717 @default.
- W2798776977 cites W2786666497 @default.
- W2798776977 cites W2787702551 @default.
- W2798776977 cites W2793941511 @default.
- W2798776977 cites W2802799773 @default.
- W2798776977 cites W2952827617 @default.
- W2798776977 cites W2964650382 @default.
- W2798776977 cites W3021525416 @default.
- W2798776977 cites W3097984463 @default.
- W2798776977 cites W3098363465 @default.
- W2798776977 cites W3098669938 @default.
- W2798776977 cites W3099704344 @default.
- W2798776977 cites W3099756994 @default.
- W2798776977 cites W3099962005 @default.
- W2798776977 cites W3101020212 @default.
- W2798776977 cites W3101088142 @default.
- W2798776977 cites W3101241776 @default.
- W2798776977 cites W3101758722 @default.
- W2798776977 cites W3102391734 @default.
- W2798776977 cites W3102439887 @default.
- W2798776977 cites W3102460303 @default.
- W2798776977 cites W3102486330 @default.
- W2798776977 cites W3102832198 @default.
- W2798776977 cites W3102856749 @default.
- W2798776977 cites W3102866654 @default.
- W2798776977 cites W3103047836 @default.
- W2798776977 cites W3103675193 @default.
- W2798776977 cites W3103949222 @default.
- W2798776977 cites W3104034533 @default.
- W2798776977 cites W3104052104 @default.
- W2798776977 cites W3104393399 @default.
- W2798776977 cites W3104431390 @default.
- W2798776977 cites W3104537728 @default.
- W2798776977 cites W3104553634 @default.
- W2798776977 cites W3104625214 @default.
- W2798776977 cites W3105012225 @default.
- W2798776977 cites W3105396889 @default.
- W2798776977 cites W3106393560 @default.
- W2798776977 cites W3122346949 @default.
- W2798776977 cites W3125221586 @default.
- W2798776977 doi "https://doi.org/10.4310/atmp.2019.v23.n7.a3" @default.
- W2798776977 hasPublicationYear "2019" @default.
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