2
votes
1answer
90 views

Does a Super Noether Theorem exist?

I am wondering if an extension of Noether theorem to supergroups exists. In particular the analogy with the usual case should be that supersymmmetries are in 1 to 1 correspondence to certain ...
5
votes
1answer
58 views

What's the Noether charge associated with Kaehler invariance of SuGra?

The title basically sais it all: What is the Nother charge associated with Kaehler invariance of SuGra? As the question is rather tangential to what I need to do, I have not tried explicitly ...
12
votes
1answer
252 views

Supersymmetric Noether theorem and supercurrents — invariance requirements

Consider $\mathcal{N}=1,d=4$ SUSY with $n$ chiral superfields $\Phi^i,$ Kaehler potential $K,$ superpotential $W$ and action ($\overline{\Phi}_i$ is complex conjugate of $\Phi^i$) $$ S= \int d^4x ...
4
votes
2answers
221 views

How do you derive Noether's theorem when the action combines chiral, antichiral, and full superspace?

How do you derive Noether's theorem when the action combines chiral, antichiral, and full superspace?