CorrespondenceScrolls : Index

• carpet -- ideal of a K3 carpet
• carpet(...,CoefficientField=>...) -- ideal of a K3 carpet
• carpet(...,VariableName=>...) -- ideal of a K3 carpet
• carpet(List) -- ideal of a K3 carpet
• CoefficientField -- symbol used to define the ground field in many routines
• correspondencePolynomial -- computes the Hilbert polynomial of a correspondence scroll
• correspondencePolynomial(...,VariableName=>...) -- computes the Hilbert polynomial of a correspondence scroll
• correspondencePolynomial(Module,List) -- computes the Hilbert polynomial of a correspondence scroll
• correspondenceScroll -- Union of planes joining points of rational normal curves according to a given correspondence
• correspondenceScroll(...,VariableName=>...) -- Union of planes joining points of rational normal curves according to a given correspondence
• correspondenceScroll(Ideal,List) -- Union of planes joining points of rational normal curves according to a given correspondence
• CorrespondenceScrolls -- Package to compute and analyze examples of Correspondence Scrolls
• hankelMatrix -- matrix with constant anti-diagonal entries
• hankelMatrix(Matrix,ZZ,ZZ) -- matrix with constant anti-diagonal entries
• hankelMatrix(Ring,RingElement,ZZ,ZZ) -- matrix with constant anti-diagonal entries
• hankelMatrix(Ring,ZZ,ZZ) -- matrix with constant anti-diagonal entries
• hankelMatrix(ZZ,ZZ) -- matrix with constant anti-diagonal entries
• hankelMatrix(ZZ,ZZ,String) -- matrix with constant anti-diagonal entries
• irrelevantIdeal -- returns the irrelevant ideal of a multi-graded ring
• multiHilbertPolynomial -- Multi-graded Hilbert polynomial for a product of projective spaces
• multiHilbertPolynomial(...,VariableName=>...) -- Multi-graded Hilbert polynomial for a product of projective spaces
• multiHilbertPolynomial(Module) -- Multi-graded Hilbert polynomial for a product of projective spaces
• productOfProjectiveSpaces -- Constructs the multi-graded ring of a product of copies of P^1 (pp is a synonym)
• productOfProjectiveSpaces(...,CoefficientField=>...) -- Constructs the multi-graded ring of a product of copies of P^1 (pp is a synonym)
• productOfProjectiveSpaces(...,VariableName=>...) -- Constructs the multi-graded ring of a product of copies of P^1 (pp is a synonym)
• productOfProjectiveSpaces(List) -- Constructs the multi-graded ring of a product of copies of P^1 (pp is a synonym)
• productOfProjectiveSpaces(ZZ) -- Constructs the multi-graded ring of a product of copies of P^1 (pp is a synonym)
• schemeInProduct -- multi-graded Ideal of the image of a map to a product of projective spaces
• schemeInProduct(...,VariableName=>...) -- multi-graded Ideal of the image of a map to a product of projective spaces
• schemeInProduct(Ideal,List) -- multi-graded Ideal of the image of a map to a product of projective spaces
• schemeInProduct(Ideal,List,Ring) -- multi-graded Ideal of the image of a map to a product of projective spaces
• smallDiagonal -- Ideal of the small diagonal in (P^1)^n
• smallDiagonal(Ring) -- Ideal of the small diagonal in (P^1)^n
• smallDiagonal(ZZ) -- Ideal of the small diagonal in (P^1)^n
• VariableName -- symbol used to define the variable name in many routines