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+2 votes
can hasse diagram be Infinite?

can lattice be infinite?

Whats the difference b/w hasse digram and lattice?
asked in Set Theory & Algebra by Loyal (3.1k points) 5 36 78
recategorized by | 191 views

2 Answers

+1 vote
Hasse diagram is representation of finite poset so it can't be infinite.

and if for every subset of poset there exists a LUB and GLB it is a Lattice.
answered by Active (1.6k points) 2 9 36
0 votes

Hasse diagram is a type of mathematical diagram used to represent a finite partially ordered set, in the form of a drawing of its transitive reduction.

But lattice can be bounded as well as unbounded lattice.

answered by Boss (5.6k points) 3 9 32

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