Sep 15 – 18, 2014
Dept. of Physics and Astronomy
Europe/Rome timezone

Recurrence Relation for Conformal Blocks

Sep 17, 2014, 4:00 PM
Aula Magna (Dept. of Physics and Astronomy)

Aula Magna

Dept. of Physics and Astronomy

A. Righi Building Via Irnerio 46, 40126 Bologna (Italy)


Mr Emilio Trevisani (Porto University)


We generalize the idea of 1307.6856 to build conformal blocks of a generic CFT (in dimension d>2) using a recurrence relation, idea which has roots in a paper by Zamolodchikov (1984) originally applied to Virasoro blocks in 2 dimensions. Generalizing this construction we are able to find a recurrence relation to build conformal blocks associated to the four point function of vector operators.

Primary author

Mr Emilio Trevisani (Porto University)

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