2014年12月18日 星期四
Let k be a field. k an algebraically closed subfield of L.
Show that any element of L which is algebraic over k is already in k
For any set X < Pn , we let
For any set X, I(X)={F
E k [ X1, X2,...,Xn+1 ] | every P E X is zero of F },
I( X) is called the ideal of X.
I( X) is called the ideal of X.
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