Lattices in Complex Space
A lattice in is a discrete subgroup of which spans the 2n-dimensional real vector space . For example, the Gaussian integers form a lattice in C.
Every lattice in is a free abelian group of rank n; every lattice in is a free abelian group of rank 2n.
Read more about this topic: Lattice Points
Famous quotes containing the words complex and/or space:
“What we do is as American as lynch mobs. America has always been a complex place.”
—Jerry Garcia (19421995)
“Stars scribble on our eyes the frosty sagas,
The gleaming cantos of unvanquished space . . .”
—Hart Crane (18991932)