Finite-size effect for dyonic giant magnons inCPβ3

Abstract

We studied the finite-size giant magnons in AdS 4 × CP 3 β background using the classical spectral curve constructed in this paper. We computed the finite-size corrections to the dispersion relations for the RP 3 giant magnons using our twisted algebraic curve based on the method proposed in [1], in which the authors computed the finite-size corrections of giant magnons in AdS 4 × CP 3 by introducing a finite-size resolvent G finite (x). We obtained exactly the same result as in [2], where a totally different approach was used.

Y-system for γ-deformed ABJM theory

“…Notice that for the sl(2) grading, the relation between [p 1 , q, p 2 ] and the Dynkin labels r j , j = 1, · · · , 4,4 of OSp(6|4) is(see appendix B in [69] for more information)…”

Open spin chains from determinant like operators in ABJM theory

“…Along similar path, many studies on non-periodic integrable cases re-emerged in the context of ABJM theory [13][14][15][16][17]. However, there are still some potential integrable setups have not been investigated in the AdS 4 /CFT 3 case, such as integrable Wilson loops [18][19][20] and integrability from giant gravitons [8,21] found in the N = 4 SYM theory.…”