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A conserved charge (under Noether's theorem) of a supersymmetry transformation is called a supercharge.
Equivalently, by Noether's theorem, this is an odd symmetry generators in a supersymmetry super Lie algebra.
The Dirac-Ramond operator on the superstring.
in as // in :
$d$ | in $d$-dimensional QFT | in | logarithmic coefficients of | |||
---|---|---|---|---|---|---|
0 | push-forward in : | |||||
1 | $M Spin \to KO$ | |||||
endpoint of string | twisted by | of boundary / | $M Spin^c \to KU$ | |||
endpoint of | twisted by | $M Spin^c \to KU$ | ||||
2 | in NS-R sector | |||||
3 |
Last revised on March 26, 2014 at 09:01:34. See the history of this page for a list of all contributions to it.