UnirationalComponentOf6GonalGenus11Curves : Index
- equisingularDefCurveNodes -- compute the first order embedded deformations of a canonical curve induced by equisingular deformations of its nodal plane model
- equisingularDefCurveNodes(Ideal,Ideal,Matrix) -- compute the first order embedded deformations of a canonical curve induced by equisingular deformations of its nodal plane model
- equisingularDefCurveTriples -- compute the first order embedded deformations of a canonical curve induced from equisingular deformations of its plane model with triple and double singular points
- equisingularDefCurveTriples(Ideal,Ideal,Matrix) -- compute the first order embedded deformations of a canonical curve induced from equisingular deformations of its plane model with triple and double singular points
- equisingularDefOfPlaneCurve -- compute the basis of equisingular deformations of a singular plane curve
- equisingularDefOfPlaneCurve(Ideal) -- compute the basis of equisingular deformations of a singular plane curve
- injectiveMapScrollCanCurve -- injective map of chain complexes from resolution of the scroll to the linear stand of minimal resolution of canonical curve
- injectiveMapScrollCanCurve(ChainComplex,Ideal) -- injective map of chain complexes from resolution of the scroll to the linear stand of minimal resolution of canonical curve
- random6gonalGenus11Curve4Pencil -- a general 6-gonal genus 11 curve possessing 4 pencils of degree 6
- random6gonalGenus11Curve4Pencil(ZZ) -- a general 6-gonal genus 11 curve possessing 4 pencils of degree 6
- random6gonalGenus11Curve10Pencil -- a general 6-gonal genus 11 curve possessing 10 pencils of degree 6
- random6gonalGenus11Curve10Pencil(ZZ) -- a general 6-gonal genus 11 curve possessing 10 pencils of degree 6
- random6gonalGenus11Curve12Pencil -- a general 6-gonal genus 11 curve possessing 12 pencils of degree 6
- random6gonalGenus11Curve12Pencil(ZZ) -- a general 6-gonal genus 11 curve possessing 12 pencils of degree 6
- random6gonalGenus11Curve20Pencil -- a general 6-gonal genus 11 curve possessing 20 pencils of degree 6
- random6gonalGenus11Curve20Pencil(ZZ) -- a general 6-gonal genus 11 curve possessing 20 pencils of degree 6
- random6gonalGenus11CurveExtraPencil -- triple cover of an elliptic curve with a distinguished extra pencil of degree 6 with Betti number B(5,6)=30.
- random6gonalGenus11CurveExtraPencil(ZZ) -- triple cover of an elliptic curve with a distinguished extra pencil of degree 6 with Betti number B(5,6)=30.
- random6gonalGenus11CurveInfinitePencil -- a general 6-gonal genus 11 curve possessing infiniely many pencils of degree 6
- random6gonalGenus11CurveInfinitePencil(ZZ) -- a general 6-gonal genus 11 curve possessing infiniely many pencils of degree 6
- random6gonalGenus11CurvekPencil -- a general 6-gonal genus 11 curve possessing 5 up to 9 pencils of degree 6
- random6gonalGenus11CurvekPencil(ZZ,ZZ) -- a general 6-gonal genus 11 curve possessing 5 up to 9 pencils of degree 6
- scrollPencilOfConics4Triple -- compute the ideal of the scroll swept out by the pencil of conics through the 4 triple points
- scrollPencilOfConics4Triple(Ideal,Ideal) -- compute the ideal of the scroll swept out by the pencil of conics through the 4 triple points
- scrollPencilOfCubicsFixedPoints -- compute the ideals of the scrolls swept out by the pencils g^1_{6}'s induced by the pencil of cubics through the 8 singular points
- scrollPencilOfCubicsFixedPoints(List) -- compute the ideals of the scrolls swept out by the pencils g^1_{6}'s induced by the pencil of cubics through the 8 singular points
- scrollsPencilOfLinesDouble -- compute the list of scrolls swept out by pencil of lines through each of double points
- scrollsPencilOfLinesDouble(Ideal,Ideal) -- compute the list of scrolls swept out by pencil of lines through each of double points
- scrollsPencilOfLinesTriple -- compute the list of scrolls swept out by pencil of lines through each of triple points
- scrollsPencilOfLinesTriple(Ideal,Ideal) -- compute the list of scrolls swept out by pencil of lines through each of triple points
- turnMatrixToBlocks -- turn the deformation matrix in to a block matrix
- turnMatrixToBlocks(List,Matrix,Ideal) -- turn the deformation matrix in to a block matrix
- UnirationalComponentOf6GonalGenus11Curves -- Unirational Components of the moduli spaces of 6-gonal genus 11 curves
- verifyAssertion -- print commands to verify the assertions of the paper
- verifyAssertion(ZZ) -- print commands to verify the assertions of the paper