O = incOrbit(f,n)
O = incOrbit(F,n)
If F is an equivariant Gröbner basis for invariant ideal I with respect to a width order then this method produces a traditional Gröbner basis for the nth truncation of I.
If the optional argument Symmetrize is set to true, then the full S_n orbit is produced.
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The output is not necessarily in the same ring as the input. The width bound of the ring of the output will always be n.
The object incOrbit is a method function with options.
The source of this document is in EquivariantGB.m2:1383:0.