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added pointer to these two recent references, identifying further -algebra structure in Feynman amplitudes/S-matrices of perturbative quantum field theory:
Markus B. Fröb, Anomalies in time-ordered products and applications to the BV-BRST formulation of quantum gauge theories (arXiv:1803.10235)
Alex Arvanitakis, The -algebra of the S-matrix (arXiv:1903.05643)
Hm, this entry I had clearly created to be !include
d as the References-section at L-∞ algebra. But now I saw that there was no such !include
, instead just a literal copy of the conyent. I am !incude
ing it now, hoping that I am not breaking something thereby.
added the arXiv-pointer for the item
added pointer to:
added pointer to:
added pointer to last week’s
Ah, that’s too bad: Their section 4 scoops a writeup we have in preparation with a postdoc here…
Since people now seem to be at the point of switching from ignoring the observation
to treating it as folklore not needing a citation, I am taking the liberty of adding a couple more references (to the ones that had already been listed all along):
The observation really originates around this blog post, I guess:
More recent review is in:
Branislav Jurčo, Christian Saemann, Urs Schreiber, Martin Wolf: Higher Structures in M-Theory, Introduction to Higher Structures in M-Theory 2018, Fortsch. d. Phys. 67 8-9 (2019) 1910001 [arXiv:1903.02807, doi:10.1002/prop.201910001]
Domenico Fiorenza, Hisham Sati, Urs Schreiber: The rational higher structure of M-theory, in Higher Structures in M-Theory 2018, Fortschr. der Physik 67 8-9 (2019) 1910017 [arXiv:1903.02834, doi:10.1002/prop.201910017]
added pointer to:
Leonardo Castellani, Riccardo D’Auria, Pietro Fré, Ch III.6 in: Supergravity and Superstrings - A Geometric Perspective, World Scientific (1991) [doi:10.1142/0224]
Pietro Fré, §6.3 in: Gravity, a Geometrical Course, Volume 2: Black Holes, Cosmology and Introduction to Supergravity, Springer (2013) [doi:10.1007/978-94-007-5443-0]
Leonardo Castellani, §6 in: Supergravity in the group-geometric framework: a primer, Fortschr. Phys. 66 4 (2018) [doi:10.1002/prop.201800014, arXiv:1802.03407]
for the “FDA” terminology
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