Chiral Fermionic Cfts Of Central Charge ≤ 16 Cmsa

Chiral Fermionic CFTs Of Central Charge ≤ 16 - CMSA

Chiral Fermionic CFTs Of Central Charge ≤ 16 - CMSA Having extracted nf , since a free fermion is a consistent cft on its own, we can decouple nf free fermions from the theory to obtain a seed chiral fermionic cft with central charge. We classify two dimensional purely chiral conformal field theories which are defined on two dimensional surfaces equipped with spin structure and have central charge less than or equal to 16, and discuss their duality webs.

Small Bosonic CFTs, Chiral Fermionization, And Symmetry/Subalgebra Duality - CMSA

Small Bosonic CFTs, Chiral Fermionization, And Symmetry/Subalgebra Duality - CMSA We classify two dimensional purely chiral unitary conformal field theories which are defined on two dimensional surfaces equipped with spin structure and have central charge less than or equal to 16 16, and discuss their duality webs. Then we will demostrate the correspondence between the characters in cft and the partition function beyond cft under the dehn twist. such a correspondence indicates the chiral central charge is a more general concept which is related to spacetime manifolds, and can therefore go beyond cft formalism. modular transformations. Abstract: we classified all chiral fermionic cfts of central charge ≤ 16 using kac’s theorem and bosonization/fermionization. Additionally, we systematically compute the partition functions of the orbifold theories for both binary and nonbinary codes. finally, we explore applications of this code based construction in the search for supersymmetric cfts and chiral fermionic cfts without continuous symmetries.

Table 1 From Classification Of Chiral Fermionic CFTs Of Central Charge $\le 16$ | Semantic Scholar

Table 1 From Classification Of Chiral Fermionic CFTs Of Central Charge $\le 16$ | Semantic Scholar Abstract: we classified all chiral fermionic cfts of central charge ≤ 16 using kac’s theorem and bosonization/fermionization. Additionally, we systematically compute the partition functions of the orbifold theories for both binary and nonbinary codes. finally, we explore applications of this code based construction in the search for supersymmetric cfts and chiral fermionic cfts without continuous symmetries. We classify two dimensional purely chiral conformal field theories which are defined on two dimensional surfaces equipped with spin structure and have central charge less than or equal to 16, and discuss their duality webs. Cmsa events: cmsa quantum matter in math & physics seminar. we classified all chiral fermionic cfts of central charge ≤ 16 using kac’s theorem and bosonization/fermionization. Gebra needs to be modular invariant by itself, which puts very strong constraints on such systems. this has allowed mathematicians to classify chiral bosonic cfts with cl = 16 in this century [dm02], without assuming that they are obtained from either a lattice or a free fermionic construction, thereby confirming. We classify two dimensional purely chiral unitary conformal field theories which are defined on two dimensional surfaces equipped with spin structure and have central charge less than or equal to $16$, and discuss their duality webs.

Figure 2 From Classification Of Chiral Fermionic CFTs Of Central Charge $\le$ 16 | Semantic Scholar

Figure 2 From Classification Of Chiral Fermionic CFTs Of Central Charge $\le$ 16 | Semantic Scholar We classify two dimensional purely chiral conformal field theories which are defined on two dimensional surfaces equipped with spin structure and have central charge less than or equal to 16, and discuss their duality webs. Cmsa events: cmsa quantum matter in math & physics seminar. we classified all chiral fermionic cfts of central charge ≤ 16 using kac’s theorem and bosonization/fermionization. Gebra needs to be modular invariant by itself, which puts very strong constraints on such systems. this has allowed mathematicians to classify chiral bosonic cfts with cl = 16 in this century [dm02], without assuming that they are obtained from either a lattice or a free fermionic construction, thereby confirming. We classify two dimensional purely chiral unitary conformal field theories which are defined on two dimensional surfaces equipped with spin structure and have central charge less than or equal to $16$, and discuss their duality webs.

Philip Boyle Smith (IPMU) Chiral fermionic CFTs of central charge ≤ 16 @ Harvard CMSA 6/26/2023