.A region which is not simply connected is called ---- *
A. homologous to zero
B. isolated singularity
C.multiple connected region
D.cyclic
Answers
Answered by
0
Answer:
Multiple connected region
Answered by
0
Option (C) is correct.
A region that is not simply connected is called a multiple connected regions.
About multiple connected regions:
- A topological space is simply linked in topology if every path between two points may be turned into any other path while preserving the two endpoints in question (intuitively for embedded spaces, staying inside the space).
- A path-connected topological space's fundamental group reveals its inability to be simply linked: a path-connected topological space's fundamental group is simple if and only if it is simple.
Similar questions