Fix types of a number of ManSections in the reference manual

These were detected using `make check-manuals`.

doc/ref/floats.xml

@@ -104,7 +104,7 @@ Floating-point numbers may be created using the single function
 <Ref Func="Float"/>, which accepts as arguments rational, string,
 or floating-point numbers. Floating-point numbers may
 also be created, in any floating-point representation, using
-<Ref Func="NewFloat"/> as in <C>NewFloat(IsIEEE754FloatRep,355/113)</C>,
+<Ref Constr="NewFloat"/> as in <C>NewFloat(IsIEEE754FloatRep,355/113)</C>,
 by supplying the category filter of the desired new floating-point number;
 or using <Ref Func="MakeFloat"/> as in <C>NewFloat(1.0,355/113)</C>,
 by supplying a sample floating-point number.
@@ -235,7 +235,7 @@ Complex arithmetic may be implemented in packages, and is present in
 <Package>float</Package>. Complex numbers are treated as usual
 numbers; they may be input with an extra "i" as in
 <C>-0.5+0.866i</C>. They may also be created using <Ref
-Oper="NewFloat"/> with three arguments: the float filter, the real
+Constr="NewFloat"/> with three arguments: the float filter, the real
 part, and the imaginary part.
 <P/>
 

lib/float.gd

@@ -51,49 +51,49 @@ end);
 ## <#GAPDoc Label="Float-Math-Commands">
 ## <ManSection>
 ##   <Heading>Standard mathematical operations</Heading>
-##   <Oper Name="Cos" Arg="f"/>
-##   <Oper Name="Sin" Arg="f"/>
-##   <Oper Name="Tan" Arg="f"/>
-##   <Oper Name="Sec" Arg="f"/>
-##   <Oper Name="Csc" Arg="f"/>
-##   <Oper Name="Cot" Arg="f"/>
-##   <Oper Name="Asin" Arg="f"/>
-##   <Oper Name="Acos" Arg="f"/>
-##   <Oper Name="Atan" Arg="f"/>
-##   <Oper Name="Cosh" Arg="f"/>
-##   <Oper Name="Sinh" Arg="f"/>
-##   <Oper Name="Tanh" Arg="f"/>
-##   <Oper Name="Sech" Arg="f"/>
-##   <Oper Name="Csch" Arg="f"/>
-##   <Oper Name="Coth" Arg="f"/>
-##   <Oper Name="Asinh" Arg="f"/>
-##   <Oper Name="Acosh" Arg="f"/>
-##   <Oper Name="Atanh" Arg="f"/>
+##   <Attr Name="Cos" Arg="f"/>
+##   <Attr Name="Sin" Arg="f"/>
+##   <Attr Name="Tan" Arg="f"/>
+##   <Attr Name="Sec" Arg="f"/>
+##   <Attr Name="Csc" Arg="f"/>
+##   <Attr Name="Cot" Arg="f"/>
+##   <Attr Name="Asin" Arg="f"/>
+##   <Attr Name="Acos" Arg="f"/>
+##   <Attr Name="Atan" Arg="f"/>
+##   <Attr Name="Cosh" Arg="f"/>
+##   <Attr Name="Sinh" Arg="f"/>
+##   <Attr Name="Tanh" Arg="f"/>
+##   <Attr Name="Sech" Arg="f"/>
+##   <Attr Name="Csch" Arg="f"/>
+##   <Attr Name="Coth" Arg="f"/>
+##   <Attr Name="Asinh" Arg="f"/>
+##   <Attr Name="Acosh" Arg="f"/>
+##   <Attr Name="Atanh" Arg="f"/>
 ##   <Oper Name="Log" Arg="f"/>
-##   <Oper Name="Log2" Arg="f"/>
-##   <Oper Name="Log10" Arg="f"/>
-##   <Oper Name="Log1p" Arg="f"/>
-##   <Oper Name="Exp" Arg="f"/>
-##   <Oper Name="Exp2" Arg="f"/>
-##   <Oper Name="Exp10" Arg="f"/>
-##   <Oper Name="Expm1" Arg="f"/>
-##   <Oper Name="CubeRoot" Arg="f"/>
-##   <Oper Name="Square" Arg="f"/>
-##   <Oper Name="Ceil" Arg="f"/>
-##   <Oper Name="Floor" Arg="f"/>
-##   <Oper Name="Round" Arg="f"/>
-##   <Oper Name="Trunc" Arg="f"/>
+##   <Attr Name="Log2" Arg="f"/>
+##   <Attr Name="Log10" Arg="f"/>
+##   <Attr Name="Log1p" Arg="f"/>
+##   <Attr Name="Exp" Arg="f"/>
+##   <Attr Name="Exp2" Arg="f"/>
+##   <Attr Name="Exp10" Arg="f"/>
+##   <Attr Name="Expm1" Arg="f"/>
+##   <Attr Name="CubeRoot" Arg="f"/>
+##   <Attr Name="Square" Arg="f"/>
+##   <Attr Name="Ceil" Arg="f"/>
+##   <Attr Name="Floor" Arg="f"/>
+##   <Attr Name="Round" Arg="f"/>
+##   <Attr Name="Trunc" Arg="f"/>
 ##   <Oper Name="Atan2" Arg="y x"/>
-##   <Oper Name="FrExp" Arg="f"/>
+##   <Attr Name="FrExp" Arg="f"/>
 ##   <Oper Name="LdExp" Arg="f exp"/>
-##   <Oper Name="AbsoluteValue" Arg="f" Label="for floats"/>
-##   <Oper Name="Norm" Arg="f" Label="for floats"/>
+##   <Attr Name="AbsoluteValue" Arg="f" Label="for floats"/>
+##   <Attr Name="Norm" Arg="f" Label="for floats"/>
 ##   <Oper Name="Hypothenuse" Arg="x y"/>
-##   <Oper Name="Frac" Arg="f"/>
-##   <Oper Name="SinCos" Arg="f"/>
-##   <Oper Name="Erf" Arg="f"/>
-##   <Oper Name="Zeta" Arg="f"/>
-##   <Oper Name="Gamma" Arg="f"/>
+##   <Attr Name="Frac" Arg="f"/>
+##   <Attr Name="SinCos" Arg="f"/>
+##   <Attr Name="Erf" Arg="f"/>
+##   <Attr Name="Zeta" Arg="f"/>
+##   <Attr Name="Gamma" Arg="f"/>
 ##   <Description>
 ##     Standard math functions.
 ##   </Description>
@@ -273,7 +273,7 @@ DeclareGlobalFunction("RootsFloat");
 ## </ManSection>
 ## <ManSection>
 ##   <Attr Name="AbsoluteDiameter" Arg="x"/>
-##   <Attr Name="Diameter" Arg="x"/>
+##   <Oper Name="Diameter" Arg="x"/>
 ##   <Description>
 ##     Returns the absolute diameter of the interval <A>x</A>, namely
 ##     the difference <C>Sup(x)-Inf(x)</C>.
@@ -341,7 +341,7 @@ DeclareOperation("BisectInterval", [IsFloatInterval]);
 ## <ManSection>
 ##   <Heading>Float creators</Heading>
 ##   <Func Name="Float" Arg="obj"/>
-##   <Oper Name="NewFloat" Arg="filter, obj"/>
+##   <Constr Name="NewFloat" Arg="filter, obj"/>
 ##   <Oper Name="MakeFloat" Arg="sample obj, obj"/>
 ##   <Returns>A new floating-point number, based on <A>obj</A></Returns>
 ##   <Description>
@@ -388,7 +388,7 @@ DeclareOperation("BisectInterval", [IsFloatInterval]);
 ## </ManSection>
 ##
 ## <ManSection>
-##   <Attr Name="Cyc" Arg="f [degree]" Label="for floats"/>
+##   <Oper Name="Cyc" Arg="f [degree]" Label="for floats"/>
 ##   <Returns>A cyclotomic approximation to <A>f</A></Returns>
 ##   <Description>
 ##     This command constructs a cyclotomic approximation to the

lib/grp.gd

@@ -869,7 +869,7 @@ DeclareAttribute( "AbelianRank", IsGroup );
 ##
 ##  <#GAPDoc Label="IsInfiniteAbelianizationGroup:grp">
 ##  <ManSection>
-##  <Attr Name="IsInfiniteAbelianizationGroup" Arg='G'/>
+##  <Prop Name="IsInfiniteAbelianizationGroup" Arg='G'/>
 ##
 ##  <Description>
 ##  <Index Subkey="for groups" Key="IsInfiniteAbelianizationGroup">

lib/grplatt.gd

@@ -453,7 +453,7 @@ DeclareGlobalFunction("LowLayerSubgroups");
 ##
 ##  <#GAPDoc Label="ContainedConjugates">
 ##  <ManSection>
-##  <Func Name="ContainedConjugates" Arg='G, A, B'/>
+##  <Oper Name="ContainedConjugates" Arg='G, A, B'/>
 ##
 ##  <Description>
 ##  For <M>A,B \leq G</M> this operation returns representatives of the <A>A</A>
@@ -478,7 +478,7 @@ DeclareSynonym("EmbeddedConjugates",ContainedConjugates);
 ##
 ##  <#GAPDoc Label="ContainingConjugates">
 ##  <ManSection>
-##  <Func Name="ContainingConjugates" Arg='G, A, B'/>
+##  <Oper Name="ContainingConjugates" Arg='G, A, B'/>
 ##
 ##  <Description>
 ##  For <M>A,B \leq G</M> this operation returns all <A>G</A> conjugates of <A>A</A> 
@@ -503,7 +503,7 @@ DeclareSynonym("EmbeddingConjugates",ContainingConjugates);
 ##
 ##  <#GAPDoc Label="MinimalFaithfulPermutationDegree">
 ##  <ManSection>
-##  <Func Name="MinimalFaithfulPermutationDegree" Arg='G'/>
+##  <Oper Name="MinimalFaithfulPermutationDegree" Arg='G'/>
 ##
 ##  <Description>
 ##  For  a finite group <A>G</A> this operation calculates the least

lib/matobj2.gd

@@ -312,7 +312,7 @@ DeclareGlobalFunction( "ConcatenationOfVectors" );
 
 ##  <#GAPDoc Label="MatObj_ExtractSubVector">
 ##  <ManSection>
-##    <Func Arg="V,l" Name="ExtractSubVector" Label="for IsVectorObj,IsList"/>
+##    <Oper Arg="V,l" Name="ExtractSubVector" Label="for IsVectorObj,IsList"/>
 ##    <Returns>a vector object</Returns>
 ##    <Description>
 ##      Returns a new vector containing the entries of <A>V</A>

lib/matrix.gd

@@ -2075,7 +2075,7 @@ DeclareOperation("BaseField",[IsObject]);
 ##
 ##  <#GAPDoc Label="SimplexMethod">
 ##  <ManSection>
-##  <Oper Name="SimplexMethod" Arg='A,b,c'/>
+##  <Func Name="SimplexMethod" Arg='A,b,c'/>
 ##
 ##  <Description>
 ##  Find a rational vector <A>x</A> that maximizes <M><A>x</A>\cdot<A>c</A></M>, subject