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rm admit #5

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Dec 4, 2024
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rm admit #5

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3 changes: 1 addition & 2 deletions cylinder.v
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Original file line number Diff line number Diff line change
Expand Up @@ -696,7 +696,6 @@ Lemma evalpmp_prod_const n (P : {fset {poly {mpoly R[n]}}}) (s : {SAset R^n}) :
size (rootsR (evalpmp x (\prod_(p : P) (val p))))
= size (rootsR (evalpmp y (\prod_(p : P) (val p))))}.
Proof.
admit. Admitted. (*
move=> Scon psize proots pqsize.
apply/all_and2 => x; apply/all_and2 => y; apply/all_and2 => xs; apply/all_and2.
case: n P s Scon psize proots pqsize x y xs
Expand Down Expand Up @@ -1299,7 +1298,7 @@ rewrite hxyE.
have ->: liftxR (hyx u) = gyx (liftyR u).
by apply/val_inj; rewrite liftxRE hyxE.
by rewrite gyxK liftyRE.
Qed.*)
Qed.

Definition elimp_subdef1 n (P : {fset {mpoly R[n.+1]}}) :=
\big[fsetU/fset0]_(p : P) truncations (muni (val p)).
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