finite and infinite graph.
If the instant is finite, the object is in the position indicated on the graph
It is a finite number.It is a finite number.It is a finite number.It is a finite number.
Let S be a finite, non-empty set of positive integers. The divisor graph G(S) of S has S as its vertex set, and two distinct vertices i and j are adjacent if and only if either idivides j or j divides i. Let G be a simple graph. Then G is called a divisor graph if G is isomorphic to G(S) for some non-empty, finite set S of positive integers.REFERENCE :S. Ganesan, D. Uthayakumar, Corona of Bipartite Graphs with Divisor GRaphs Produce New Divosor Graphs,Bulletin of Kerala Mathematics AssociationVol.9, No.1, (2012, June) 219-226
There are a finite number of apartments. Finite numbers may be large or small. There are a finite number of states. The number of molds in my fridge is not exactly finite.
Integers are infinite.
Finite. It's not impossible to count it, but improbable to know its cardinality.
infinte
finite and infinite graph.
A discrete graph.
finite automata
If the instant is finite, the object is in the position indicated on the graph
Yes.
true
Indeterminate.
Almost infinte.
Frucht Theorem: Each finite group is realized as full automorphism group of a graph. The proof is constructive, so you can obtain your graph For instance: add 5-rays of different length to a 5-cycle.