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- W2145234215 abstract "In this paper we consider the spin-1/2 highest weight representations for the 6-vertex Yang–Baxter algebra on a finite lattice and analyze the integrable quantum models associated to the antiperiodic transfer matrix. For these models, which in the homogeneous limit reproduces the XXZ spin-1/2 quantum chains with antiperiodic boundary conditions, we obtain in the framework of Sklyaninʼs quantum separation of variables (SOV) the following results: I) The complete characterization of the transfer matrix spectrum (eigenvalues/eigenstates) and the proof of its simplicity. II) The reconstruction of all local operators in terms of Sklyaninʼs quantum separate variables. III) One determinant formula for the scalar products of separates states, the elements of the matrix in the scalar product are sums over the SOV spectrum of the product of the coefficients of the states. IV) The form factors of the local spin operators on the transfer matrix eigenstates by one determinant formulae given by simple modifications of the scalar product formulae." @default.
- W2145234215 created "2016-06-24" @default.
- W2145234215 creator A5090948621 @default.
- W2145234215 date "2013-05-01" @default.
- W2145234215 modified "2023-10-16" @default.
- W2145234215 title "Antiperiodic spin-1/2 XXZ quantum chains by separation of variables: Complete spectrum and form factors" @default.
- W2145234215 cites W1499129517 @default.
- W2145234215 cites W1507485177 @default.
- W2145234215 cites W1566025287 @default.
- W2145234215 cites W1630847647 @default.
- W2145234215 cites W1736054359 @default.
- W2145234215 cites W1965903659 @default.
- W2145234215 cites W1966906101 @default.
- W2145234215 cites W1968251328 @default.
- W2145234215 cites W1970395736 @default.
- W2145234215 cites W1980717339 @default.
- W2145234215 cites W1985026889 @default.
- W2145234215 cites W1988816516 @default.
- W2145234215 cites W1994200639 @default.
- W2145234215 cites W1996120044 @default.
- W2145234215 cites W2002514707 @default.
- W2145234215 cites W2010838718 @default.
- W2145234215 cites W2011747619 @default.
- W2145234215 cites W2011800354 @default.
- W2145234215 cites W2012453452 @default.
- W2145234215 cites W2015536965 @default.
- W2145234215 cites W2015714903 @default.
- W2145234215 cites W2017865591 @default.
- W2145234215 cites W2022808559 @default.
- W2145234215 cites W2022925080 @default.
- W2145234215 cites W2026274001 @default.
- W2145234215 cites W2026637372 @default.
- W2145234215 cites W2031810443 @default.
- W2145234215 cites W2031865103 @default.
- W2145234215 cites W2032963750 @default.
- W2145234215 cites W2034152040 @default.
- W2145234215 cites W2038328830 @default.
- W2145234215 cites W2040917591 @default.
- W2145234215 cites W2041704609 @default.
- W2145234215 cites W2046476272 @default.
- W2145234215 cites W2047375078 @default.
- W2145234215 cites W2047799104 @default.
- W2145234215 cites W2049966160 @default.
- W2145234215 cites W2054256883 @default.
- W2145234215 cites W2058177147 @default.
- W2145234215 cites W2064363643 @default.
- W2145234215 cites W2071221451 @default.
- W2145234215 cites W2075359953 @default.
- W2145234215 cites W2079751966 @default.
- W2145234215 cites W2086424859 @default.
- W2145234215 cites W2089024180 @default.
- W2145234215 cites W2090992061 @default.
- W2145234215 cites W2091568171 @default.
- W2145234215 cites W2094264521 @default.
- W2145234215 cites W2094814384 @default.
- W2145234215 cites W2096193615 @default.
- W2145234215 cites W2122047152 @default.
- W2145234215 cites W2131001909 @default.
- W2145234215 cites W2144180720 @default.
- W2145234215 cites W2149426122 @default.
- W2145234215 cites W2158130035 @default.
- W2145234215 cites W2159303232 @default.
- W2145234215 cites W2159751665 @default.
- W2145234215 cites W2160049641 @default.
- W2145234215 cites W2223496984 @default.
- W2145234215 cites W2223883879 @default.
- W2145234215 cites W2227313626 @default.
- W2145234215 cites W2317586084 @default.
- W2145234215 cites W2952305820 @default.
- W2145234215 cites W3004370264 @default.
- W2145234215 cites W3098622115 @default.
- W2145234215 cites W3099582730 @default.
- W2145234215 cites W3099928387 @default.
- W2145234215 cites W3101175812 @default.
- W2145234215 cites W3102945379 @default.
- W2145234215 cites W3104130821 @default.
- W2145234215 cites W3105094736 @default.
- W2145234215 cites W3105793764 @default.
- W2145234215 cites W3105863708 @default.
- W2145234215 cites W3121490659 @default.
- W2145234215 cites W3121608334 @default.
- W2145234215 cites W3124313224 @default.
- W2145234215 cites W4252254546 @default.
- W2145234215 doi "https://doi.org/10.1016/j.nuclphysb.2013.01.017" @default.
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