I am just wondering how do spinors relate to category theory?
Can a category of spinors be defined? If so how?
Can the spinor space be defined by universal property (w.r.t a vector space) in the same way that the tensor algebra can be?
I am just wondering how do spinors relate to category theory?
Can a category of spinors be defined? If so how?
Can the spinor space be defined by universal property (w.r.t a vector space) in the same way that the tensor algebra can be?
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