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On the Geometry of Null Polygons in Full N=4 Superspace
Published 2 Mar 2012 in hep-th | (1203.0525v2)
Abstract: We discuss various formulations of null polygons in full, non-chiral N=4 superspace in terms of spacetime, spinor and twistor variables. We also note that null polygons are necessarily fat along fermionic directions, a curious fact which is compensated by suitable equivalence relations in physical theories on this superspace.
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