Content deleted Content added
two variants: analytic and algebraic |
TakuyaMurata (talk | contribs) |
||
Line 23:
==Discussion==
Given any desired positive integer ''c'', this theorem shows that one can find an algebraic solution approximating a formal power series solution up to the degree specified by ''c''. This leads to theorems that deduce the existence of certain [[formal moduli space]]s of deformations as [[scheme (mathematics)|scheme]]s. See also: [[Artin's criterion]].
==References==
|