The differential bundles of the geometric tangent category of an operad
Marcello Lanfranchi
Abstract:Affine schemes can be understood as objects of the opposite of the category of commutative and unital algebras. Similarly, π«-affine schemes can be defined as objects of the opposite of the category of algebras over an operad π«. An example is the opposite of the category of associative algebras. The category of operadic schemes of an operad carries a canonical tangent structure. This paper aims to initiate the study of the geometry of operadic affine schemes via this tangent category. For example, we expect t… Show more
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