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coincidentRootLocus(...,Variable=>...) -- specify a name for a variable

Description

This is an option used to specify a symbol to be used as a name for the generator of the ambient polynomial ring.

Functions with optional argument named Variable:

  • apolar(...,Variable=>...)
  • coincidentRootLocus(...,Variable=>...) -- specify a name for a variable
  • generic(...,Variable=>...)
  • randomBinaryForm(...,Variable=>...)
  • realRankBoundary(...,Variable=>...)
  • GF(...,Variable=>...) -- see GF -- make a finite field
  • cayleyTrick(...,Variable=>...) -- see Grass(...,Variable=>...) -- specify a name for a variable
  • chowEquations(...,Variable=>...) -- see Grass(...,Variable=>...) -- specify a name for a variable
  • chowForm(...,Variable=>...) -- see Grass(...,Variable=>...) -- specify a name for a variable
  • conormalVariety(...,Variable=>...) -- see Grass(...,Variable=>...) -- specify a name for a variable
  • fromPluckerToStiefel(...,Variable=>...) -- see Grass(...,Variable=>...) -- specify a name for a variable
  • Grass(...,Variable=>...) -- specify a name for a variable
  • hurwitzForm(...,Variable=>...) -- see Grass(...,Variable=>...) -- specify a name for a variable
  • plucker(...,Variable=>...) -- see Grass(...,Variable=>...) -- specify a name for a variable
  • tangentialChowForm(...,Variable=>...) -- see Grass(...,Variable=>...) -- specify a name for a variable
  • veronese(...,Variable=>...) -- see Grass(...,Variable=>...) -- specify a name for a variable
  • Grassmannian(...,Variable=>...) -- see Grassmannian -- compute the ideal of the Grassmannian of linear subspaces of a vector space
  • normalCone(Ideal,RingElement,Variable=>...) (missing documentation)
  • normalCone(Ideal,Variable=>...) (missing documentation)
  • Schubert(...,Variable=>...) -- see Schubert -- compute the Plücker ideal of a Schubert variety

Further information

The source of this document is in /__w/M2/M2/macaulay2-1.26.05+ds/M2/Macaulay2/packages/CoincidentRootLoci/documentation.m2:316:0.