arXiv : Perturbative solutions of ${\cal N}=1^*$ holography on $S^4$

Kim, Nakwoo; Kim, Se-Jin

doi:10.1007/JHEP07(2019)169

Article
Report number	arXiv:1904.02038
Title	*Perturbative solutions of ${\cal N}=1^$ holography on $S^4$**
Author(s)	Kim, Nakwoo (Kyung Hee U. ; Korea Inst. Advanced Study, Seoul) ; Kim, Se-Jin (Kyung Hee U. ; CERN)
Publication	2019-07-29
Imprint	2019-04-03
Number of pages	15
Note	v2: 15 pages, 2 figures, added references and discussion on gaugino condensate etc, v3: typos corrected and comments added
In:	JHEP 1907 (2019) 169
DOI	10.1007/JHEP07(2019)169
Subject category	hep-th ; Particle Physics - Theory
Abstract	We apply the recently proposed perturbative technique to solve the supergravity BPS equations of ${\cal N}=1^*$ theories put on $S^4$. In particular, we have calculated the coefficients of the leading quartic terms exactly, in the expression of the universal part for the holographic free energy as a function of the mass parameters. We also report on the coefficients of higher order terms upto 10th order, which are computed numerically.
Copyright/License	publication: (License: CC-BY-4.0) preprint: (License: arXiv nonexclusive-distrib 1.0)

$Plots for the coefficient of $\mu^3,\mu^5$ from the series expansion with Pad\'e approximation, as one increases the truncated length of the expansion.$ $Plots for the coefficient of $\mu^3,\mu^5$ from the series expansion with Pad\'e approximation, as one increases the truncated length of the expansion.$ $Plots for the coefficient of $\mu^3,\mu^5,\mu^7$ from the series expansion with Pad\'e approximation, as one increases the truncation length.$ Show more plots

Corresponding record in: Inspire

Επιστροφή στην αναζήτηση

Δημιουργία εγγραφής 2019-04-26, τελευταία τροποποίηση 2023-10-04

Παρόμοιες εγγραφές

Article from SCOAP3:
scoap3-fulltext -