complexType cn.type

diagram
version
namespace	http://www.w3.org/1998/Math/MathML
properties	mixed true
children	mi mo mn mtext ms mrow mfrac msqrt mroot mpadded mphantom mfenced menclose msub msup msubsup munder mover munderover mmultiscripts mtable maligngroup malignmark mspace maction merror mstyle cn ci csymbol abs conjugate factorial arg real imaginary floor ceiling quotient divide rem minus plus times power root max min gcd lcm sum product compose domain codomain image domainofapplication ident and or xor not exists forall implies naturalnumbers primes integers rationals reals complexes emptyset exponentiale imaginaryi pi eulergamma true false infinity notanumber set list union intersect in notin subset prsubset notsubset notprsubset setdiff card cartesianproduct eq neq leq lt geq gt equivalent approx factorof exp ln log logbase sin cos tan sec csc cot arcsin arccos arctan arcsec arccsc arccot sinh cosh tanh sech csch coth arccosh arccoth arccsch arcsech arcsinh arctanh int diff partialdiff limit lowlimit uplimit tendsto vector matrix determinant transpose selector vectorproduct scalarproduct outerproduct divergence grad curl laplacian mean sdev variance median mode moment momentabout apply interval inverse condition declare lambda piecewise bvar degree semantics sep
used by	element {http://www.w3.org/1998/Math/MathML}:cn
attributes	Name Type Use Default Fixed annotation base xsd:positiveInteger type xsd:NMTOKEN encoding xsd:string definitionURL xsd:anyURI class xsd:NMTOKENS style xsd:string xref xsd:IDREF id xsd:ID xlink:href xsd:anyURI
source	<xsd:complexType name="cn.type" mixed="true"> <xsd:group ref="cn.content" minOccurs="0" maxOccurs="unbounded"/> <xsd:attributeGroup ref="cn.attlist"/> </xsd:complexType>