User:LinkBot/suggestions/Algebraically closed field

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Feedback: I like it, I hate it, Please don't link to — LinkBot 00:53, 18 Dec 2004 (UTC)

~~Can link if and only if: ...ors]]. It can be shown that a field is algebraically closed if and only if it has no proper [[algebraic extension]], and this is somet...,~~ Done Paul August ☎ 16:37, Jun 19, 2005 (UTC)

Additionally, there are some other articles which may be able to linked to this one (also known as "backlinks"):

~~In Divisor, can backlink algebraically closed: ...visor]]s. The concepts agree on nonsingular varieties over algebraically closed fields. Any Weil divisor is a locally finite [[linear comb...~~ done Paul August ☎ 16:38, Jun 19, 2005 (UTC)
In Projective line, can backlink algebraically closed: ...lar]] curve of [[genus (mathematics)|genus]] 0. If ''K'' is algebraically closed, it is the unique such curve over ''K'', up to isomorphism.... done Paul August ☎ 16:38, Jun 19, 2005 (UTC)
In Almost complex manifold, can backlink algebraically closed: ... of ''V'', :<math>V^C=V\otimes C</math> because ''C'' is algebraically closed, ''J'' is guaranteed to have eigenvalues which satisfy &lam... done Paul August ☎ 16:38, Jun 19, 2005 (UTC)
In Cubic surface, can backlink algebraically closed field: ...e of a smooth cubic surface. A smooth cubic surface over an algebraically closed field famously contains 27 lines. The arrangement of these lines ... done Paul August ☎ 16:38, Jun 19, 2005 (UTC)