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--- list_of_cfts [2026/03/05 16:00]
Ludo Fraser-Taliente [One dimension]
+++ list_of_cfts [2026/03/19 00:09] (current)
Ludo Fraser-Taliente [List of CFTs]
@@ Line 5: / Line 5: @@
 Some special classes of CFTs:
-  * [[tag:holographic]]
+  * [[tag:holographic]] (also related to large-N CFTs)
   * [[tag:superconformal]]
   * [[tag:logarithmic]]
@@ Line 58: / Line 58: @@
 ===== Fractional/continuous dimension =====
-Non-chiral CFTs can often be defined in continuous dimension $d$, though they are usually explicilty non-unitary for noninteger $d$ due to evanescent operators that have negative norm [[https://arxiv.org/abs/1512.00013 | 1]]. In the limit as $d$ approaches an integer, these evanescent operators decouple from the CFT.
+Non-chiral CFTs can often be defined in continuous dimension $d$, though they are usually explicilty non-unitary for noninteger $d$ due to evanescent operators that have negative norm [[https://arxiv.org/abs/1512.00013 | 1]]. In the limit as $d$ approaches an integer, these evanescent operators decouple from the CFT. However, the unitarity can be hard to see from just the low-lying operators [[https://arxiv.org/pdf/2203.11597|1]].
 These CFTs apparently exist, even nonperturbatively. What's the conformal symmetry group? Possibly relevant: [[http://mr.crossref.org/iPage?doi=10.1070%2FRM1988v043n02ABEH001720]]

CFT Zoo