ADE and SLE

ADE and SLE

We point out that the probability law of a single domain wall separating clusters in ADE lattice models in a simply connected domain is identical to that of corresponding chordal curves in the lattice O(n) and Q-state Potts models, for suitable n or Q. They are conjectured to be described in the scaling limit by chordal SLEκ with κ rational and >2. However in a multiply-connected domain the law...

Ade Irawan (1010203)

None of data communication systems is absolutely reliable in practice because of noise, distortions, interferences, or other forms of impairments. Therefore, the systems need error control strategies in order to detect or to correct errors occurring in the transmission process. Controlling transmission errors in data communication systems can be performed by using either automatic-repeat-reques...

Reliable MIX Cas ade

ADE-quiver theories and Mirror Symmetry

We show that the Higgs branch of a four-dimensional Yang-Mills theory, with gauge and matter content summarised by an ADE quiver diagram, is identical to the generalised Coulomb branch of a four-dimensional superconformal strongly coupled gauge theory with ADE global symmetry. This equivalence suggests the existence of a mirror symmetry between the quiver theories and the strongly coupled theor...

Three-Dimensional Gauge Theories and ADE Monopoles

We study three-dimensional N = 4 gauge theories with product gauge groups constructed from ADE Dynkin diagrams. One-loop corrections to the metric on the Coulomb branch are shown to coincide with the metric on the moduli space of wellseperated ADE monopoles. We propose that this correspondence is exact. Introduction There exists a correspondence between three-dimensional gauge theories and mono...