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stub for Green-Schwarz action functional
added a tiny comment on §\kappa§-symmetry to Green-Schwarz action functional, plus some references. This whole entry deserves to be considerably expanded, but I doubt that I will look into this any time soon.
I have started a Definition-section at Green-Schwarz action functional, amplifying that it precisely a WZW coset model for a given super target.
Thanks for John Huerta for pointing out references!
added a tad to Green-Schwarz action functional (bit more definition, more commented references). But not done yet.
added some basic remarks on Supercoordinates etc.
I have been adding lots of little things during the day to Green-Schwarz action functional and related entries.
If you see me active in “Recently revised” and are wondering what’s going on: either ask me specifically if something bugs you, or else please wait a bit: things are converging and in a little while I’ll post a comprehensive story…
The entry Green-Schwarz action functional used to be a collection of advanced facts and references without any discussion of the basics. I have now started to write an Idea section that, hopefully, serves to introduce the subject a little.
added pointer to
Hatsuda-Sakaguchi 02, around (1.2) and (2.6), Hatsuda-Sakaguchi 01, around (1.2)
for a more explicit version of the statement that looks like claiming that the super-AdS version of the GS-string cocycle (WZW term) is trivial in CE-cohomology.
(I had been alerted of this only from arxiv:1808.04470, p. 5 and equation (5.5))
still need to look into this. If this really says the CE-class of that AdS cocycle is trivial, that would be rather strange. Not sure what to make of it yet
added pointer to today’s
added DOI to
added proper publication data to:
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