Category:Super linear algebra

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Super linear algebra is a generalization of linear algebra to include a Z₂-gradation on all objects. The main objects of study are super vector spaces (or, more generally, supermodules over a commutative superalgebra) and the linear transformations between them.

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The following 8 pages are in this category, out of 8 total.

*

Super vector space

B

Berezinian

P

Poisson superalgebra

S

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