# Lecture notes/book on conformal nets.

I am looking for introductory lecture notes or a textbook on conformal nets. It should be as self-contained as possible. I am particularly interested in learning about sectors. Preferably it would have examples of conformal nets, other than the ones associated to loop groups and vertex operator algebras. I believe one can construct a conformal net using the Clifford algebra associated to the Hilbert space $L^{2}(S^{1},\mathbb{C})$, a source where this example is treated in some way would be best.

I am aware of the lecture notes by Yasuyuki Kawahigashi, but they are far from self-contained.

In Antony Wassermann's paper Operator algebras and conformal nets the free Fermion super conformal net was constructed using Clifford algebras. The conformal net for $$LSU(N)$$ was constructed as a sub-theory of free fermions.