Embedding set
The embedding set mathematically stands for:
- Whitney's embedding theorem : every n-dimensional differentiable manifold has an embedding in
- Mitchell Embedding Theorem : Statement about Abelian Categories
- Sobolew's embedding theorem : embedding the Sobolew functions in the continuous functions
- Skorochod's embedding theorem : Every real random variable of finite variance can be embedded in the Wiener process
- Nash's embedding theorem: embedding Riemannian manifolds in the for suitable
- Embedding theorem by Arens-Eells : Embedding metric spaces in complex standardized spaces