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# LatticePolytopes : Index

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

- adjointPolytope -- computes the adjoint of a polytope
- adjointPolytope(Matrix,ZZ) -- computes the adjoint of a polytope
- adjointPolytope(Polyhedron,ZZ) -- computes the adjoint of a polytope
- ambientHalfspaces -- gives the defining halfspaces of a polytope
- ambientHalfspaces(Polyhedron) -- gives the defining halfspaces of a polytope
- areIsomorphic -- checks if two smooth polytopes are isomorphic
- areIsomorphic(Matrix,Matrix) -- checks if two smooth polytopes are isomorphic
- areIsomorphic(Polyhedron,Polyhedron) -- checks if two smooth polytopes are isomorphic
- cayley -- constructs the Cayley sum of polytopes
- cayley(List) -- constructs the Cayley sum of polytopes
- cayley(List,ZZ) -- constructs the Cayley sum of polytopes
- cayley(Matrix,Matrix) -- constructs the Cayley sum of polytopes
- cayley(Matrix,Matrix,Matrix) -- constructs the Cayley sum of polytopes
- cayley(Matrix,Matrix,Matrix,ZZ) -- constructs the Cayley sum of polytopes
- cayley(Matrix,Matrix,ZZ) -- constructs the Cayley sum of polytopes
- cayley(Polyhedron,Polyhedron) -- constructs the Cayley sum of polytopes
- cayley(Polyhedron,Polyhedron,Polyhedron) -- constructs the Cayley sum of polytopes
- cayley(Polyhedron,Polyhedron,Polyhedron,ZZ) -- constructs the Cayley sum of polytopes
- cayley(Polyhedron,Polyhedron,ZZ) -- constructs the Cayley sum of polytopes
- codegree -- computes the codegree of a polytope
- codegree(Matrix) -- computes the codegree of a polytope
- codegree(Polyhedron) -- computes the codegree of a polytope
- degreeOfJetSeparation -- computes the degree of jetSeparation at a given point
- degreeOfJetSeparation(List,Matrix) -- computes the degree of jetSeparation at a given point
- degreeOfJetSeparation(Matrix,Matrix) -- computes the degree of jetSeparation at a given point
- epsilonBounds -- computes bounds for the Seshadri constant a general point
- epsilonBounds(Polyhedron,ZZ) -- computes bounds for the Seshadri constant a general point
- gaussFiber -- computes the general fiber of the Gauss map
- gaussFiber(List) -- computes the general fiber of the Gauss map
- gaussFiber(Matrix) -- computes the general fiber of the Gauss map
- gaussImage -- computes the image the Gauss map
- gaussImage(List) -- computes the image the Gauss map
- gaussImage(Matrix) -- computes the image the Gauss map
- gausskFiber -- computes the general fiber of the Gauss map of order k
- gausskFiber(List,ZZ) -- computes the general fiber of the Gauss map of order k
- gausskFiber(Matrix,ZZ) -- computes the general fiber of the Gauss map of order k
- gausskImage -- computes the image of the Gauss map of order k
- gausskImage(List,ZZ) -- computes the image of the Gauss map of order k
- gausskImage(Matrix,ZZ) -- computes the image of the Gauss map of order k
- isCayley -- checks if a polytope is Cayley
- isCayley(Matrix) -- checks if a polytope is Cayley
- isCayley(Polyhedron) -- checks if a polytope is Cayley
- isJetSpanned -- checks if the polarized toric variety associated to a set of lattice points is k-jet spanned at a given point.
- isJetSpanned(List,ZZ,Matrix) -- checks if the polarized toric variety associated to a set of lattice points is k-jet spanned at a given point.
- isJetSpanned(Matrix,ZZ,Matrix) -- checks if the polarized toric variety associated to a set of lattice points is k-jet spanned at a given point.
- iskCayleykEdges -- Checks if a polytope is Cayley of type [P_0*P_1]^k and has every edge of length k
- iskCayleykEdges(Polyhedron) -- Checks if a polytope is Cayley of type [P_0*P_1]^k and has every edge of length k
- jetMatrix -- construct the matrix of k-jets evaluated at a given point.
- jetMatrix(List,ZZ) -- construct the matrix of k-jets evaluated at a given point.
- jetMatrix(List,ZZ,Matrix) -- construct the matrix of k-jets evaluated at a given point.
- jetMatrix(Matrix,ZZ) -- construct the matrix of k-jets evaluated at a given point.
- jetMatrix(Matrix,ZZ,Matrix) -- construct the matrix of k-jets evaluated at a given point.
- LatticePolytopes -- for computations with lattice polytopes
- listSmooth2D -- gives the list of all smooth 2-polytopes with up to 12 lattice points
- listSmooth3D -- gives the list of all smooth 3-polytopes with up to 16 lattice points
- randQPoly -- gives a random rational polytope
- randQPoly(ZZ,ZZ) -- gives a random rational polytope
- randZPoly -- gives a random lattice polytope
- randZPoly(ZZ,ZZ) -- gives a random lattice polytope
- randZPoly(ZZ,ZZ,ZZ) -- gives a random lattice polytope
- smoothTest (missing documentation)
- toricBlowUp -- calculates the stellar subdivision of a polytope at a given face.
- toricBlowUp(Matrix,Matrix) -- calculates the stellar subdivision of a polytope at a given face.
- toricBlowUp(Matrix,Matrix,ZZ) -- calculates the stellar subdivision of a polytope at a given face.
- toricBlowUp(Polyhedron,Polyhedron) -- calculates the stellar subdivision of a polytope at a given face.
- toricBlowUp(Polyhedron,Polyhedron,ZZ) -- calculates the stellar subdivision of a polytope at a given face.
- toricDiv -- constructs the toric Weil divisor associated to a polytope
- toricDiv(Matrix) -- constructs the toric Weil divisor associated to a polytope
- toricDiv(Polyhedron) -- constructs the toric Weil divisor associated to a polytope
- torusEmbedding -- gives the toric embedding corresponding to a set of lattice points
- torusEmbedding(List) -- gives the toric embedding corresponding to a set of lattice points
- torusEmbedding(Matrix) -- gives the toric embedding corresponding to a set of lattice points
- Working with lattice polytopes