Interpolating Wilson loops and enriched RG flows

A bstract We study new 1 / 24 BPS circular Wilson loops in ABJ(M) theory, which are defined terms of several parameters that continuously interpolate between previously known 6 (both bosonic and fermionic) 2 fermionic loops. compute the expectation value these operators up to second order perturbation theory using a one-dimensional effective field approach. Within dimensional regularization, we find non-trivial β -functions for parameters, marginally relevant deformations triggering RG flows from UV fixed point represented by loop an IR loop. Generically, along all at least one supercharge is preserved, so refer them as enriched flows. In particular, points connected through operators. This holds framing zero, consequence regularization scheme employed. also establish validity g-theorem, relating values corresponding flow, discuss defect SCFT living on contour.