6 problems

Anyon–superselection sector correspondence conjecture. In these models, anyons should be in one-to-one correspondence with the superselection sectors.

Distinguished local extension conjecture. The local chiral extension

In the setting of a local quantum physics net with disconnected regions, call states obtained from geometric transformations geometric states; let a state be cyclic for the relevan…

Let $\r=(\varepsilon,\mu)$ and \r'=(\varepsilon',\mu') be finite-support electric and magnetic charge distributions, with total charges q_\r and q_{\r'}. Let \pi_\r and…

An infinite tensor product of full free theories is understood as the field net formed from infinitely many free theories in the construction above. Trivial-sector conjecture. The…

Haag's conjecture. Local gauge groups can be explained within the algebraic formulation similarly to global gauge groups, by allowing a wider class of representations of the observ…