Quelle number.gd Sprache: unbekannt

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#W  number.gd           Cubefree                               Heiko Dietrich
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#F  NumberCFSolvableGroups( n,[bool] )
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## The input <n> has to be a positive cubefree integer and the output is the
## number of all cubefree solvable groups of order <n>. The {\SmallGroups}
## library  is used for squarefree orders, orders of the type $p^2$ and
## $p^2q$, and cubefree orders less than 50000. Only if <bool> is set to
## false, then only  the squarefree orders and orders of the type $p^2$ and
## $p^2q$,are taken from the {\SmallGroups} library.
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DeclareGlobalFunction("NumberCFSolvableGroups");

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#F  NumberCFGroups( size )
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## The input <n> has to be a positive cubefree integer and the output is the
## number of all cubefree groups of order <n>. The {\SmallGroups}
## library  is used for squarefree orders, orders of the type $p^2$ and
## $p^2q$, and cubefree orders less than 50000. Only if <bool> is set to
## false, then only  the squarefree orders and orders of the type $p^2$ and
## $p^2q$,are taken from the {\SmallGroups} library.
##
DeclareGlobalFunction("NumberCFGroups");

Quelle number.gd Sprache: unbekannt

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