Talk:Weil restriction

Mistake in the article
See http://mathoverflow.net/questions/7715/what-is-restriction-of-scalars-for-a-torus. Here the definition of a Weil restriction induces by $$L/K$$ of a K-scheme $$X$$ denoted $$W_{L/K}X$$ is the functor of K-algebras
 * $$ A \mapsto X(A \otimes_K L) $$

which makes sense. Here the product is a tensor product over K. I suggest also to incorporate the examples from this thread (both the general case of affine variety and the particular example of 1-dim $$\mathbb{C}$$-torus) to this article. The thread there is licensed under CC-BY-SA. MathKnight-at-TAU (talk) 13:00, 8 June 2014 (UTC)