MultiGradedRationalMap : Index

• degreeOfMap -- computes the degree of a rational map
• degreeOfMap(...,Strategy=>...) -- Choose a strategy for computing the degree of map
• degreeOfMap(Ideal) -- computes the degree of a rational map
• degreeOfMapIter -- computes the degree of a rational map
• degreeOfMapIter(Ideal,ZZ) -- computes the degree of a rational map
• gensSatSpecialFib -- computes generators of the saturated special fiber ring
• gensSatSpecialFib(Ideal) -- computes generators of the saturated special fiber ring
• gensSatSpecialFib(Ideal,ZZ) -- computes generators of the saturated special fiber ring
• Hm1Rees0 -- computes the module [Hm^1(Rees(I))]_0
• Hm1Rees0(Ideal) -- computes the module [Hm^1(Rees(I))]_0
• Hm1Rees0Strategy -- A strategy for degreeOfMap
• isBiratMap -- tests the birationality of a rational with the Jacobian dual criterion
• isBiratMap(Ideal) -- tests the birationality of a rational with the Jacobian dual criterion
• jacobianDualRank -- computes the full Jacobian dual rank
• jacobianDualRank(Ideal) -- computes the full Jacobian dual rank
• MultiGradedRationalMap
• partialJDRs -- computes the partial Jacobian dual ranks
• partialJDRs(Ideal) -- computes the partial Jacobian dual ranks
• satSpecialFiber (missing documentation)
• satSpecialFiber(Ideal) -- computes the defining equations of the saturated special fiber ring
• satSpecialFiberIdeal -- computes the defining equations of the saturated special fiber ring
• satSpecialFiberIdeal(Ideal,ZZ) -- computes the defining equations of the saturated special fiber ring
• SatSpecialFibStrategy -- A strategy for degreeOfMap
• upperBoundDegreeSingleGraded -- computes an upper bound for the degree of a rational map
• upperBoundDegreeSingleGraded(Ideal) -- computes an upper bound for the degree of a rational map