
TL;DR
This paper explores the slope function in the $SU(1|1)$ sector of ${ m ext{N}=4}$ SYM, deriving it using Gromov's method and discussing its validity and implications for deformed SYM theories.
Contribution
It extends the analysis of the slope function to the $SU(1|1)$ sector and evaluates the method's validity, also commenting on deformed SYM cases.
Findings
Derived the slope function in $SU(1|1)$ sector using Gromov's method
Discussed the validity of the derived slope function
Commented on the slope function in deformed SYM theories
Abstract
The exact slope function was first proposed in sector and generalized to sector later. In this note, we consider the slope function in sector of SYM. We derive the quantity through the method invented by N. Gromov and discuss about its validity. Further, we give comments on the slope function in deformed SYM.
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Taxonomy
TopicsBlack Holes and Theoretical Physics · Nonlinear Waves and Solitons · Geometric Analysis and Curvature Flows
