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This question about "Which current prem f…" was originally asked on Yahoo! Answers United Kingdom
Suppose that FhasafactorH=x+ (x 1 y+x 2) of degree 1; then R=prem(prem (F; H; x) ; A; y) =6y+x 1 y 3x 1 x 2 2 y+x 2 +3 x 2 2 y x 3 2 6yx 2 1 +2 y x 3 1 +6 x 2 1 x 2 12x 1 x 2: LetR=0, i.e., let the ...
By Lemma2.2, prem( F;G ) =0. That is, S k I l F = PG 0 + QG where S = @G @y, I is the initial of G and k;l 2 Z. Since every solution of G ( y ) =0 is a generic zero, it does not ...
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