Manuscript Oai212-A@1 · Oai212-A.tex · section · 79323841

A conditional affine correction is not a supplied map

The separate characteristic-composition programme › A conditional affine correction is not a supplied map · lines 1628–1634

Back to manuscript

Let $H = ker Rec$ , and let $F_{0}$ be a preliminary lift whose restriction to $H$ takes values in a correction space $Y_{0}$ . Fix a permitted vector space $A \subseteq Hom (P, Y_{0})$ .

Nearby in this section

proposition: Proposition: Relative-lifting criterion
section: A conditional affine correction is not a supplied map
proposition: Proposition: Off-locus agreement does not determine extension