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authorDavid A. Madore <david+git@madore.org>2015-11-12 15:05:41 +0100
committerDavid A. Madore <david+git@madore.org>2015-11-12 15:05:41 +0100
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Give a further pseudo-reference for the same statement.
-rw-r--r--ordinal-zoo.tex4
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diff --git a/ordinal-zoo.tex b/ordinal-zoo.tex
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@@ -180,7 +180,9 @@ are exactly the $\Delta^1_1$ (=hyperarithmetic) (resp. $\Pi^1_1$)
subsets of $\omega$, and they are also exactly the subsets recursive
(resp. semi-recursive) in $\mathsf{E}$ (or $\mathsf{E}^\#$, \CHECKTHIS
[this is stated vaguely and without proof in \cite[§2, introductory
- remarks]{HinmanMoschovakis1971}]).
+ remarks]{HinmanMoschovakis1971}, and also alluded to, but with an
+ argument, in \cite[chapter VI, introductory remarks to §6 on
+ p. 316]{Hinman1978}]).
\ordinal $\omega_\omega^{\mathrm{CK}}$: the smallest limit of
admissibles. This ordinal is not admissible. This is the smallest