finding attributes and properties -- information about accessing features of a normal toric variety

Having made a NormalToricVariety, one can access its basic invariants or test for some elementary properties by using the following methods:

Determining attributes and properties of normal toric varieties

• rays(NormalToricVariety) -- get the rays of the associated fan
• max(NormalToricVariety) -- get the maximal cones in the associated fan
• expression(NormalToricVariety) -- get the expression used to format for printing
• dim(NormalToricVariety) -- get the dimension of a normal toric variety
• orbits(NormalToricVariety,ZZ) -- get a list of the torus orbits (a.k.a. cones in the fan) of a given dimension
• isDegenerate(NormalToricVariety) -- whether a toric variety is degenerate
• isSimplicial(NormalToricVariety) -- whether a normal toric variety is simplicial
• isSmooth(NormalToricVariety) -- whether a normal toric variety is smooth
• isComplete(NormalToricVariety) -- whether a toric variety is complete
• isProjective(NormalToricVariety) -- whether a toric variety is projective
• isFano(NormalToricVariety) -- whether a normal toric variety is Fano
• fan(NormalToricVariety) -- make the 'Polyhedra' fan associated to the normal toric variety