Speaker
Mr
Andrey Katz
(Technion- Israel Institute of Technology)
Description
We revisit N_f=N_c SQCD and its non-supersymmetric minima conjectured by
Intriligator, Seiberg and Shih . We argue that the existence of such minima depends
on the signs of three non-calculable parameters and that no evidence can be inferred
by deforming the theory. We demonstrate this by studying a different deformation of
the theory which involves additional gauge singlets. We show that in this case the
conjectured minimum is destabilized and comment on the phenomenological consequences
of this instability.
Author
Mr
Andrey Katz
(Technion- Israel Institute of Technology)
Co-authors
Mr
Tomer Volansky
(Weizmann Institute of Science)
Prof.
Yael Shadmi
(Technion- Israel Institute of Technology)
