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ABC of N=8, d=1 supermultiplets
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abstract
We construct a variety of off-shell $N{=}8, d{=}1$ supermultiplets with finite numbers of component fields as direct sums of properly constrained $N{=}4, d{=}1$ superfields. We also show how these multiplets can be described in $N{=}8, d{=}1$ superspace where the whole amount of supersymmetry is manifest. Some of these multiplets can be obtained by dimensional reduction {}from $N{=}2$ multiplets in $d{=}4$, whereas others cannot. We give examples of invariant superfield actions for the multiplets constructed, including $N{=}8$ superconformally invariant ones.
Forward citations
Cited by 2 Pith papers
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Superconformal mechanics from N-extended Euler-Calogero-Moser and Calogero models
Two-particle N-extended Euler-Calogero-Moser models produce SU(1,1|N) superconformal mechanics after center-of-mass decoupling; the Calogero case yields only Osp(N|2).
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N=8 superconformal mechanics: direct construction
Explicit supercharges and Hamiltonians are constructed for all N=8 superconformal mechanics variants associated with osp(8|2), F(4), osp(4*|4), and su(1,1|4).
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