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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%%
%W info.tex Radiroot documentation Andreas Distler
%%
%Y 2006
%%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\Chapter{The Info Class of the Package}
The `info' mechanism in {\GAP} allows functions to print information
during the computation (see Section "ref:Info Functions" in the
{\GAP} reference manual for general information).
\> `InfoRadiroot' V
is the info class of this package.
\> SetInfoLevel( InfoRadiroot, <level> )
sets the info level for `InfoRadiroot' to <level>, where <level> has
to be an integer in the range 0-4.
The default value for `InfoRadiroot' is 1. Information why a function
returns `fail' will be given with this setting.
\beginexample
gap> InfoLevel(InfoRadiroot);
1
gap> RootsOfPolynomialAsRadicals(x^5-4*x+2);
#I Polynomial is not solvable.
fail
\endexample
Setting the info level to a higher value will cause messages to show up during
single steps of the computation. On level 2 one gets a rough
overview. Those who want to go into the details of the algorithm
described in \cite{Distler05} and of the implementation itself will
find the information on level 3-4 helpful.
To use the package in silent mode the info level can be given the
value 0.
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