QthPower : Index

• grevlexWeight -- transform a weight matrix into a monomial ordering matrix
• grevlexWeight(Matrix) -- transform a weight matrix into a monomial ordering matrix
• minimization -- change to a better Noether normalization suggested by the induced weights
• minimization(List,List,Ring,Matrix) -- change to a better Noether normalization suggested by the induced weights
• qthConductor -- computes a conductor element which also lives in the given Noether normalization, P
• qthConductor(Ideal,ZZ) -- computes a conductor element which also lives in the given Noether normalization, P
• qthIntegralClosure -- computes integral closures in positive characteristic
• qthIntegralClosure(Matrix,Ring,List) -- computes integral closures in positive characteristic
• QthPower
• rationalIntegralClosure -- computes integral closures over the rationals
• rationalIntegralClosure(Matrix,Ring,List) -- computes integral closures over the rationals
• testWeightMatrix -- test compatibility of weight matrix with Groebner basis elements
• testWeightMatrix(Matrix,Ring,List) -- test compatibility of weight matrix with Groebner basis elements
• weightGrevlex -- transform a weight matrix into a monomial ordering matrix
• weightGrevlex(Matrix) -- transform a weight matrix into a monomial ordering matrix