lowerBoundResurgence(...,SampleSize=>...) -- optional parameter used for approximating asymptotic invariants that are defined as limits.

Synopsis

• Usage:

  lowerBoundResurgence(I,SampleSize=>ZZ)

Description

i1 : R = QQ[x,y,z];

i2 : J = ideal (x*(y^3-z^3),y*(z^3-x^3),z*(x^3-y^3));

o2 : Ideal of R

i3 : lowerBoundResurgence(J, SampleSize=>5)

     3
o3 = -
     2

o3 : QQ

Further information

• Default value: 5
• Function: lowerBoundResurgence -- computes a lower bound for the resurgence of a given ideal.
• Option key: SampleSize -- optional parameter used for approximating asymptotic invariants that are defined as limits.

Functions with optional argument named SampleSize :

• asymptoticRegularity(...,SampleSize=>...) -- optional parameter used for approximating asymptotic invariants that are defined as limits.
• lowerBoundResurgence(...,SampleSize=>...) -- optional parameter used for approximating asymptotic invariants that are defined as limits.
• waldschmidt(...,SampleSize=>...) -- optional parameter used for approximating asymptotic invariants that are defined as limits.