Small group schemes
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Small group schemes
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• Given a group G, one can form the constant group scheme GS. As a scheme, it is a disjoint union of copies of S, and by choosing an identification of these copies with elements of G, one can define the multiplication, unit, and inverse maps by transport of structure. As a functor, it takes any S-scheme T to a product of copies of the group G, where the number of copies is equal to the number of connected components of T. GS is affine over S if and only if G is a finite group. Howe… Webb12 mars 2024 · Schema Examples. For example, a young child may first develop a schema for a horse. She knows that a horse is large, has hair, four legs, and a tail. When the little girl encounters a cow for the first time, she might initially call it a horse. After all, it fits in with her schema for the characteristics of a horse; it is a large animal that ...
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