Grassmann Variables, Supersymmetry and Supersymmetric ...
Grassmann Variables, Supersymmetry and Supersymmetric ...
Grassmann Variables, Supersymmetry and Supersymmetric ...
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Fermionic Path Integral<br />
SUSY<br />
References<br />
The end<br />
Integration <strong>and</strong> Differentiation<br />
Integration<br />
<strong>Grassmann</strong> <strong>Variables</strong><br />
Path Integral<br />
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dη(a + bη) = dηbη, for b − ordinary, = dηηb = b<br />
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dη(a+bη) = dηbη, for b−grassmanian, = dηη(−b) = −b<br />
Differentiation<br />
b for b-ordinary<br />
d<br />
d<br />
dη f (η) = dη (a + bη) ↗<br />
↘ −b, for b-grassmanian<br />
Anna Pachol GV,SUSY ans SHO