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gb(..., PairLimit => ...) -- stop when this number of pairs is handled

PairLimit -- keyword for an optional argument used with gb which specifies that the computation should be stopped after a certain number of S-pairs have been reduced.

i1 : R = QQ[x,y,z,w]

o1 = R

o1 : PolynomialRing
i2 : I = ideal(x*y-z,y^2-w-1,w^4-3)

                      2           4
o2 = ideal (x*y - z, y  - w - 1, w  - 3)

o2 : Ideal of R
i3 : gb(I, PairLimit => 1)

o3 = | y2-w-1 |

o3 : GroebnerBasis
i4 : gb(I, PairLimit => 2)

o4 = | y2-w-1 xy-z |

o4 : GroebnerBasis
i5 : gb(I, PairLimit => 3)

o5 = | yz-xw-x y2-w-1 xy-z |

o5 : GroebnerBasis

See also:

  • Default value: infinity -- infinity
  • Function: gb -- compute a Groebner basis
  • Option name: PairLimit -- stop when this number of pairs is handled

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