Matches in SemOpenAlex for { <https://semopenalex.org/work/W2582547291> ?p ?o ?g. }
- W2582547291 abstract "The Gross-Neveu model defines a unitary CFT of interacting fermions in 2 < d < 4 which has perturbative descriptions in the 1/N expansion and in the epsilon-expansion near two and four dimensions. In each of these descriptions, the CFT has an infinite tower of nearly conserved currents of all spins. We determine the structure of the non-conservation equations both at large N and in the epsilon-expansion, and use it to find the leading order anomalous dimensions of the broken currents. Similarly, we use the fact that the CFT spectrum includes a nearly free fermion to fix the leading anomalous dimensions of a few scalar composite operators. We also compute the scaling dimensions of double-trace spinning operators in the large N expansion, which correspond to interaction energies of two-particle states in the AdS dual higher-spin theory. We first derive these anomalous dimensions by a direct Feynman diagram calculation, and then show that the result can be exactly reproduced by analytic bootstrap methods, provided the sum over the tower of weakly broken higher-spin currents is suitably regularized. Finally, we apply the analytic bootstrap approach to derive the anomalous dimensions of the double-trace spinning operators in the 3d bosonic and fermion vector models coupled to Chern-Simons theory, to leading order in 1/N but exactly in the ‘t Hooft coupling." @default.
- W2582547291 created "2017-02-03" @default.
- W2582547291 creator A5004251966 @default.
- W2582547291 creator A5012434393 @default.
- W2582547291 creator A5017569373 @default.
- W2582547291 date "2017-05-01" @default.
- W2582547291 modified "2023-09-29" @default.
- W2582547291 title "Notes on spinning operators in fermionic CFT" @default.
- W2582547291 cites W1749712644 @default.
- W2582547291 cites W1854331055 @default.
- W2582547291 cites W1939194975 @default.
- W2582547291 cites W1966407899 @default.
- W2582547291 cites W1967566223 @default.
- W2582547291 cites W1971615006 @default.
- W2582547291 cites W1982966477 @default.
- W2582547291 cites W1994735472 @default.
- W2582547291 cites W1996481800 @default.
- W2582547291 cites W1997950130 @default.
- W2582547291 cites W2023045612 @default.
- W2582547291 cites W2031768841 @default.
- W2582547291 cites W2032372925 @default.
- W2582547291 cites W2035534832 @default.
- W2582547291 cites W2041457563 @default.
- W2582547291 cites W2041984937 @default.
- W2582547291 cites W2042725787 @default.
- W2582547291 cites W2052838386 @default.
- W2582547291 cites W2062725973 @default.
- W2582547291 cites W2064246484 @default.
- W2582547291 cites W2066144141 @default.
- W2582547291 cites W2074699252 @default.
- W2582547291 cites W2082022218 @default.
- W2582547291 cites W2091197480 @default.
- W2582547291 cites W2092016314 @default.
- W2582547291 cites W2102714262 @default.
- W2582547291 cites W2113326076 @default.
- W2582547291 cites W2121583605 @default.
- W2582547291 cites W2153067734 @default.
- W2582547291 cites W2180709364 @default.
- W2582547291 cites W2259902677 @default.
- W2582547291 cites W2295199813 @default.
- W2582547291 cites W2535778464 @default.
- W2582547291 cites W2544528820 @default.
- W2582547291 cites W2887167234 @default.
- W2582547291 cites W3096366027 @default.
- W2582547291 cites W3098149279 @default.
- W2582547291 cites W3098264172 @default.
- W2582547291 cites W3098300990 @default.
- W2582547291 cites W3099498460 @default.
- W2582547291 cites W3099749075 @default.
- W2582547291 cites W3100253503 @default.
- W2582547291 cites W3100409653 @default.
- W2582547291 cites W3100425704 @default.
- W2582547291 cites W3100771695 @default.
- W2582547291 cites W3101496394 @default.
- W2582547291 cites W3101677305 @default.
- W2582547291 cites W3101947976 @default.
- W2582547291 cites W3102473266 @default.
- W2582547291 cites W3103149474 @default.
- W2582547291 cites W3103953857 @default.
- W2582547291 cites W3104817102 @default.
- W2582547291 cites W3105376269 @default.
- W2582547291 cites W3105424277 @default.
- W2582547291 cites W3106232483 @default.
- W2582547291 doi "https://doi.org/10.1007/jhep05(2017)041" @default.
- W2582547291 hasPublicationYear "2017" @default.
- W2582547291 type Work @default.
- W2582547291 sameAs 2582547291 @default.
- W2582547291 citedByCount "41" @default.
- W2582547291 countsByYear W25825472912017 @default.
- W2582547291 countsByYear W25825472912018 @default.
- W2582547291 countsByYear W25825472912019 @default.
- W2582547291 countsByYear W25825472912020 @default.
- W2582547291 countsByYear W25825472912021 @default.
- W2582547291 countsByYear W25825472912022 @default.
- W2582547291 countsByYear W25825472912023 @default.
- W2582547291 crossrefType "journal-article" @default.
- W2582547291 hasAuthorship W2582547291A5004251966 @default.
- W2582547291 hasAuthorship W2582547291A5012434393 @default.
- W2582547291 hasAuthorship W2582547291A5017569373 @default.
- W2582547291 hasBestOaLocation W25825472911 @default.
- W2582547291 hasConcept C121332964 @default.
- W2582547291 hasConcept C12997251 @default.
- W2582547291 hasConcept C154018700 @default.
- W2582547291 hasConcept C18199665 @default.
- W2582547291 hasConcept C2524010 @default.
- W2582547291 hasConcept C3079626 @default.
- W2582547291 hasConcept C33332235 @default.
- W2582547291 hasConcept C33923547 @default.
- W2582547291 hasConcept C37914503 @default.
- W2582547291 hasConcept C42704618 @default.
- W2582547291 hasConcept C52233224 @default.
- W2582547291 hasConcept C57691317 @default.
- W2582547291 hasConcept C62520636 @default.
- W2582547291 hasConcept C65574998 @default.
- W2582547291 hasConcept C84114770 @default.
- W2582547291 hasConcept C97355855 @default.
- W2582547291 hasConceptScore W2582547291C121332964 @default.
- W2582547291 hasConceptScore W2582547291C12997251 @default.
- W2582547291 hasConceptScore W2582547291C154018700 @default.
- W2582547291 hasConceptScore W2582547291C18199665 @default.