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

Synopsis

• Usage:

  Variable => x

• Inputs:
  • x, a symbol

Description

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

Further information

• Default value: t
• Function: coincidentRootLocus -- makes a coincident root locus
• Option key: Variable -- specify a name for a variable

Functions with optional argument named Variable :

• apolar(...,Variable=>...)
• coincidentRootLocus(...,Variable=>...) -- specify a name for a variable
• generic(...,Variable=>...)
• randomBinaryForm(...,Variable=>...)
• realRankBoundary(...,Variable=>...)
• conwayPolynomial(...,Variable=>...) (missing documentation)
• 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(ZZ,ZZ) -- the Grassmannian of linear subspaces of a vector space
• idealizer(...,Variable=>...) -- Sets the name of the indexed variables introduced in computing the endomorphism ring Hom(J,J).
• integralClosure(...,Variable=>...) -- set the base letter for the indexed variables introduced while computing the integral closure
• intersectInP(...,Variable=>...) -- see intersectInP(...,BasisElementLimit=>...) -- Option for intersectInP
• multiplicity(...,Variable=>...) -- see intersectInP(...,BasisElementLimit=>...) -- Option for intersectInP
• makeS2(...,Variable=>...) -- Sets the name of the indexed variables introduced in computing the S2-ification.
• ringFromFractions(...,Variable=>...) -- see ringFromFractions -- find presentation for f.g. ring
• Schubert(...,Variable=>...) -- see Schubert(ZZ,ZZ,VisibleList) -- find the Plücker ideal of a Schubert variety
• distinguished(...,Variable=>...) -- see symmetricKernel(...,Variable=>...) -- Choose name for variables in the created ring
• isReduction(...,Variable=>...) -- see symmetricKernel(...,Variable=>...) -- Choose name for variables in the created ring
• jacobianDual(...,Variable=>...) -- see symmetricKernel(...,Variable=>...) -- Choose name for variables in the created ring
• normalCone(...,Variable=>...) -- see symmetricKernel(...,Variable=>...) -- Choose name for variables in the created ring
• reesAlgebra(...,Variable=>...) -- see symmetricKernel(...,Variable=>...) -- Choose name for variables in the created ring
• reesIdeal(...,Variable=>...) -- see symmetricKernel(...,Variable=>...) -- Choose name for variables in the created ring
• specialFiber(...,Variable=>...) -- see symmetricKernel(...,Variable=>...) -- Choose name for variables in the created ring
• specialFiberIdeal(...,Variable=>...) -- see symmetricKernel(...,Variable=>...) -- Choose name for variables in the created ring
• symmetricKernel(...,Variable=>...) -- Choose name for variables in the created ring