Counting and construction of holomorphic primary fields in free CFT4 from rings of functions on Calabi-Yau orbifolds

Author:

de Mello Koch Robert,Rabambi Phumudzo,Rabe Randle,Ramgoolam Sanjaye

Publisher

Springer Science and Business Media LLC

Subject

Nuclear and High Energy Physics

Reference57 articles.

1. R. de Mello Koch and S. Ramgoolam, CFT 4 as SO(4, 2)-invariant TFT 2, Nucl. Phys. B 890 (2014) 302 [ arXiv:1403.6646 ] [ INSPIRE ].

2. R. de Mello Koch and S. Ramgoolam, Strings from Feynman graph counting: without large-N , Phys. Rev. D 85 (2012) 026007 [ arXiv:1110.4858 ] [ INSPIRE ].

3. J. Pasukonis and S. Ramgoolam, Quivers as calculators: counting, correlators and Riemann surfaces, JHEP 04 (2013) 094 [ arXiv:1301.1980 ] [ INSPIRE ].

4. R. de Mello Koch and S. Ramgoolam, From matrix models and quantum fields to Hurwitz space and the absolute Galois group, arXiv:1002.1634 [ INSPIRE ].

5. J. Ben Geloun and S. Ramgoolam, Counting tensor model observables and branched covers of the 2-sphere, arXiv:1307.6490 [ INSPIRE ].

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