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.
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.
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
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.