mirror of https://github.com/CGAL/cgal
Replace non-standard compliant <MATH> by <span class="math">.
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Sylvain Pion
parent
a582086299
commit
1d5010386d
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@ -92,10 +92,10 @@ therefore do not appear in the constructors.
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\ccTexHtml{$3 \times 3$ matrix form \usebox{\arrtwo}.}%
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{3x3 matrix <IMG ALIGN=CENTER SRC="fig/arrtwo.gif"> .}
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The sub-matrix \ccTexHtml{$1\over hw$\usebox{\arrlintwo}}%
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{<MATH><i>hw</i><SUP>-1</SUP></MATH> <IMG ALIGN=CENTER
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{<span class="math">hw<SUP>-1</SUP></span> <IMG ALIGN=CENTER
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SRC="fig/arrlintwo.gif">} contains the scaling and rotation
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information, the vector \ccTexHtml{$1\over hw$
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\usebox{\transvectwo}}{<MATH><i>hw</i><SUP>-1</SUP></MATH>
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\usebox{\transvectwo}}{<span class="math">hw<SUP>-1</SUP></span>
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<IMG ALIGN=CENTER SRC="fig/transvectwo.gif">}
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contains the translational part of the transformation.}
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@ -73,11 +73,11 @@ constructors.
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{introduces a general affine transformation of the matrix
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form \ccTexHtml{\usebox{\arrthree}.}{<IMG ALIGN=CENTER
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SRC="fig/arrthree.gif"> .} The part \ccTexHtml{$1\over hw$
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\usebox{\arrlinthree}}{<MATH><i>hw</i><SUP>-1</SUP></MATH>
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\usebox{\arrlinthree}}{<span class="math">hw<SUP>-1</SUP></span>
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<IMG ALIGN=CENTER SRC="fig/arrlinthree.gif">}
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defines the scaling and rotational part of the transformation,
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while the vector \ccTexHtml{$1\over hw$\usebox{\transvecthree}}%
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{<MATH><i>hw</i><SUP>-1</SUP></MATH> <IMG ALIGN=CENTER
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{<span class="math">hw<SUP>-1</SUP></span> <IMG ALIGN=CENTER
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SRC="fig/transvecthree.gif">} contains the translational part.}
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\savebox{\arrthree}{\small $\left(\begin{array}{cccc}
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@ -1444,8 +1444,8 @@
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% declare TeX compatible \ifmmode (can be used in the ifthen.sty)
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\newcommand{\ifmmode}{\lciMathMode}
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\newcommand{\(}{\newcommand{\lciMathMode}{\lcTrue}\lcRawHtml{<MATH>}}
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\newcommand{\)}{\newcommand{\lciMathMode}{\lcFalse}\lcRawHtml{</MATH>}}
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\newcommand{\(}{\newcommand{\lciMathMode}{\lcTrue}\lcRawHtml{<span class="math">}}
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\newcommand{\)}{\newcommand{\lciMathMode}{\lcFalse}\lcRawHtml{</span>}}
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\newenvironment{math}{\(}{\)}
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\newcommand{\lciToggleMathMode}{\lciIf{\lciMathMode}{\)}{\(}}
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@ -1467,9 +1467,9 @@
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\newcommand{\sqrt@om}{\lcRawHtml{root<SUB>}#1\lcRawHtml{</SUB>}(#2)}
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\newcommand{\frac}[2]{\lciIf{\lciMathModeDisplay}
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{\lcRawHtml{</MATH><TD NOWRAP><TABLE><TR><TD ALIGN=CENTER NOWRAP><TABLE><TR><TD NOWRAP><MATH>}#1%
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\lcRawHtml{</MATH></TABLE><TR class="frac"><TD ALIGN=CENTER><hr style="color:black" noshade><TR><TD ALIGN=CENTER NOWRAP><TABLE><TR><TD NOWRAP><MATH>}#2%
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\lcRawHtml{</MATH></TABLE></TABLE><TD NOWRAP><MATH>}}%
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{\lcRawHtml{</span><TD NOWRAP><TABLE><TR><TD ALIGN=CENTER NOWRAP><TABLE><TR><TD NOWRAP><span class="math">}#1%
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\lcRawHtml{</span></TABLE><TR class="frac"><TD ALIGN=CENTER><hr style="color:black" noshade><TR><TD ALIGN=CENTER NOWRAP><TABLE><TR><TD NOWRAP><span class="math">}#2%
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\lcRawHtml{</span></TABLE></TABLE><TD NOWRAP><span class="math">}}%
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{\lcRawHtml{<span class="sym">(</span>}#1\lcRawHtml{<span class="sym">)</span>/<span class="sym">(</span>}#2\lcRawHtml{<span class="sym">)</span>}}}
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\newcommand{\over}{<span class="sym">/</span>} %% TeX style fraction
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@ -105,7 +105,7 @@ pre.ExampleCode { background-color: #e8e8e8; }
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/* ----------------------------------------------------------------------- */
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/* math environment */
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/* ----------------------------------------------------------------------- */
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math {
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span.math {
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font-family: serif;
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font-style: italic;
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font-size: 120%;
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@ -70,7 +70,7 @@ const char* html_font_opening[ end_font_array] = {
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"<TT>",
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"<TT>",
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"<VAR>",
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"<MATH>"
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"<span class=\"math\">"
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};
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const char* html_font_closing[ end_font_array] = {
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"",
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@ -81,7 +81,7 @@ const char* html_font_closing[ end_font_array] = {
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"</TT>",
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"</TT>",
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"</VAR>",
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"</MATH>"
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"</span>"
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};
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const int max_tag_size = 20;
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@ -18,7 +18,7 @@ Figure~\ref{User:fig:range.eps} shows a two-dimensional range tree,
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Figure~\ref{User:fig:d-range.eps} a $d$-dimensional one.
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\end{ccTexOnly}
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\begin{ccHtmlOnly}
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The pictures below show a two-dimensional and a <MATH>d</MATH>-dimensional
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The pictures below show a two-dimensional and a <span class="math">d</span>-dimensional
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range tree.
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\end{ccHtmlOnly}
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\begin{ccTexOnly}
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@ -58,10 +58,10 @@ range tree.
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<TR><TD ALIGN=LEFT VALIGN=TOP WIDTH=45% COLSPAN=2>
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A two-dimensional range tree. The
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tree is a binary search tree on the first dimension. Each
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sublayer tree of a vertex <MATH>v</MATH> is a binary search tree on the
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sublayer tree of a vertex <span class="math">v</span> is a binary search tree on the
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second
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dimension. The data items in a sublayer tree of <MATH>v</MATH> are
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all data items of the subtree of <MATH>v</MATH>
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dimension. The data items in a sublayer tree of <span class="math">v</span> are
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all data items of the subtree of <span class="math">v</span>
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</TD><TD ALIGN=LEFT VALIGN=TOP WIDTH=50%>
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A d-dimensional range tree. For
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each layer of the tree, one
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@ -134,7 +134,7 @@ Figure~\ref{User:fig:range.eps} shows a two-dimensional range tree,
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Figure~\ref{User:fig:d-range.eps} a $d$-dimensional one.
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\end{ccTexOnly}
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\begin{ccHtmlOnly}
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The pictures below show a two-dimensional and a <MATH>d</MATH>-dimensional
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The pictures below show a two-dimensional and a <span class="math">d</span>-dimensional
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range tree.
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\end{ccHtmlOnly}
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\begin{ccTexOnly}
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@ -176,10 +176,10 @@ alt="A
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<TR><TD ALIGN=LEFT VALIGN=TOP WIDTH=45% COLSPAN=2>
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A two-dimensional range tree. The
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tree is a binary search tree on the first dimension. Each
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sublayer tree of a vertex <MATH>v</MATH> is a binary search tree on the
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sublayer tree of a vertex <span class="math">v</span> is a binary search tree on the
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second
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dimension. The data items in a sublayer tree of <MATH>v</MATH> are
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all data items of the subtree of <MATH>v</MATH>
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dimension. The data items in a sublayer tree of <span class="math">v</span> are
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all data items of the subtree of <span class="math">v</span>
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</TD><TD ALIGN=LEFT VALIGN=TOP WIDTH=50%>
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A d-dimensional range tree. For
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each layer of the tree, one
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@ -289,8 +289,8 @@ A one-dimensional segment
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A two-dimensional segment
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tree. The first layer of the tree is built according to the
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elementary intervals of the first dimension. Each
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sublayer tree of a vertex <MATH>v</MATH> is a segment tree according to
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the second dimension of all data items of <MATH>v</MATH>.
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sublayer tree of a vertex <span class="math">v</span> is a segment tree according to
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the second dimension of all data items of <span class="math">v</span>.
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</TD></TR>
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</TABLE><!2>
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@ -85,8 +85,8 @@ A one-dimensional segment
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A two-dimensional segment
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tree. The first layer of the tree is built according to the
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elementary intervals of the first dimension. Each
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sublayer tree of a vertex <MATH>v</MATH> is a segment tree according to
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the second dimension of all data items of <MATH>v</MATH>.
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sublayer tree of a vertex <span class="math">v</span> is a segment tree according to
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the second dimension of all data items of <span class="math">v</span>.
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</TD></TR>
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</TABLE><!2>
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\end{ccHtmlOnly}
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