Is there a way to obtain the free distributive lattice on $n$ generators with sage( empty joins and empty meets are disallowed would be preferable, but the other case is also fine)? See https://en.wikipedia.org/wiki/Distributive_lattice#Free_distributive_lattices . Im especially interested in the case n=4, where this lattice would have 166 points.
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Obtaining the free distributive lattice in sage
Obtaining the free distributive lattice in sage
Is there a way to obtain the free distributive lattice on $n$ generators with sage( empty joins and empty meets are disallowed would be preferable, but the other case is also fine)? See https://en.wikipedia.org/wiki/Distributive_lattice#Free_distributive_lattices . Im especially interested in the case n=4, where this lattice would have 166 points.
Obtaining the free distributive lattice in sageSage
Is there a way to obtain the free distributive lattice on $n$ generators with sage( empty Sage
(empty joins and empty meets are disallowed would be preferable, preferable,
but the other case is also fine)? fine)?
See https://en.wikipedia.org/wiki/Distributive_lattice#Free_distributive_lattices .
Im
I'm especially interested in the case n=4, $n = 4$, where this lattice would have 166 $166$ points.
