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AlgebraOrderPID
ideal(...)
lattice(...)
AlgAssAbsOrdIdl
AlgAssAbsOrdLat
hom(A, B, ::Vector)
hom(A, B, data)
integral_split
ZZ/QQ
_, d = integral_split(x, R)
x
R
is_one(d)
is_unit(d)
The text was updated successfully, but these errors were encountered:
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Orders
AlgebraOrderPID
?Lattices
ideal(...)
tolattice(...)
.AlgAssAbsOrdIdl
toAlgAssAbsOrdLat
, or whatever the prefix will be.Algebras
hom(A, B, ::Vector)
constructor.hom(A, B, data)
do not check whether they are morphisms.Misc & Performance
integral_split
is fast forZZ/QQ
._, d = integral_split(x, R)
. Shouldx
be "integral" overR
if and only ifis_one(d)
? Oris_unit(d)
?The text was updated successfully, but these errors were encountered: