--- a/src/HOL/Real/README.html Sat Nov 21 12:37:48 1998 +0100
+++ b/src/HOL/Real/README.html Mon Nov 23 15:57:18 1998 +0100
@@ -3,20 +3,17 @@
<H2>Real--Dedekind Cut Construction of the Real Line</H2>
-<P>Requires <A HREF="../Integ/Equiv.thy">Equiv.thy</A> in the subdirectory <A
-HREF="../Integ">HOL/Integ</A>.
-
<UL>
-<LI><A HREF="PNat.thy">PNat</A> The positive integers (very much the same as <A HREF="../Nat.thy">Nat.thy</A>!)
-<LI><A HREF="PRat.thy">PRat</A> The positive rationals
-<LI><A HREF="PReal.thy">PReal</A> The positive reals constructed using Dedekind cuts
-<LI><A HREF="Real.thy">Real</A> The real numbers
-<LI><A HREF="Lubs.thy">Lubs</A> Definition of upper bounds, lubs and so on.
+<LI><A HREF="PNat.html">PNat</A> The positive integers (very much the same as <A HREF="../Nat.html">Nat.thy</A>!)
+<LI><A HREF="PRat.html">PRat</A> The positive rationals
+<LI><A HREF="PReal.html">PReal</A> The positive reals constructed using Dedekind cuts
+<LI><A HREF="Real.html">Real</A> The real numbers
+<LI><A HREF="Lubs.html">Lubs</A> Definition of upper bounds, lubs and so on.
(Useful e.g. in Fleuriot's NSA theory)
-<LI><A HREF="RComplete.thy">RComplete</A> Proof of completeness of reals in form of the supremum
+<LI><A HREF="RComplete.html">RComplete</A> Proof of completeness of reals in form of the supremum
property. Also proofs that the reals have the Archimedean
property.
-<LI><A HREF="RealAbs.thy">RealAbs</A> The absolute value function defined for the reals
+<LI><A HREF="RealAbs.html">RealAbs</A> The absolute value function defined for the reals
</UL>
<P>Last modified on $Date$