diff --git a/Set_movable_separability_2/doc/Set_movable_separability_2/Set_movable_separability_2.txt b/Set_movable_separability_2/doc/Set_movable_separability_2/Set_movable_separability_2.txt
index d996c8b33a0..85dfd4fa25a 100644
--- a/Set_movable_separability_2/doc/Set_movable_separability_2/Set_movable_separability_2.txt
+++ b/Set_movable_separability_2/doc/Set_movable_separability_2/Set_movable_separability_2.txt
@@ -7,7 +7,7 @@ namespace CGAL {
\cgalAutoToc
\authors Shahar Shamai and Efi Fogel
-\section sms_sec_intro Introduction
+\section sms_2_sec_intro Introduction
Movable Separability of Sets \cgalCite{t-mss-85} is a class
of problems that deal with moving sets of objects, such as polygons in
@@ -37,12 +37,12 @@ problems related to 2D castings. In particular, each of these
solutions handles a single moving polygon and a single stationary
polygon, and considers a single translation of the moving polygon.
-\section sms_sec_casting Casting
+\section sms_2_sec_casting Casting
Casting is a manufacturing process where liquid material is poured
into a cavity inside a mold, which has the shape of a desired
-product (The mold can take any shape and form as long as it has a
-cavity of the desired shape). After the material solidifies, the
+product. (The mold can take any shape and form as long as it has a
+cavity of the desired shape.) After the material solidifies, the
product is pulled out of the mold. Typically a mold is used to
manufacture numerous copies of a product. The challenge is designing a
proper mold, such that the solidified product can be separated from
@@ -54,7 +54,7 @@ that, given a simple closed polygon \f$P\f$, determines whether a
cavity (of a mold in the plane) that has the shape of \f$P\f$ can be
used so that the polygon \f$P\f$ could be pulled out of the mold
without colliding into the mold (but possibly sliding along the mold
-surface); see \cgalFigureRef{sms_2_fig_polygons} for an
+boundary); see \cgalFigureRef{sms_2_fig_polygons} for an
illustration. In reality, the mold of a castable polygon must
be rotated before the polygon is casted, such that one edge becomes
parallel to the \f$x\f$-axis and is located above all other edges;