Mathematical Foundations of Supersymmetry

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	FrontmatterDownload pp. i–iv
	PrefaceDownload p. v
	IntroductionDownload pp. vii–ix
	ContentsDownload pp. xi–xiii
1	$Z /2 Z$ -graded linear algebrapp. 1–27
2	Sheaves, functors and the geometric point of viewpp. 28–44
3	Supergeometrypp. 45–53
4	Differentiable supermanifoldspp. 54–89
5	The local structure of morphismspp. 90–102
6	The Frobenius theorempp. 103–111
7	Super Lie groupspp. 112–140
8	Actions of super Lie groupspp. 141–153
9	Homogeneous spacespp. 154–172
10	Supervarieties and superschemespp. 173–201
11	Algebraic supergroupspp. 202–230
A	Lie superalgebraspp. 231–258
B	Categoriespp. 259–268
C	Fréchet superspacespp. 269–275
	Bibliographypp. 277–281
	Indexpp. 283–287