Question

Prove simply connected space is semi locally connected space

Answer 1

Hiiiii........

Here is answer ....

In mathematics, locally simple connected space is a topological space that admits a basis of simply connected sets.....

Every locally simple connected space is also locally path connected or locally connected.....

Whereas , a strictly weaker condition is that of being semi locally coonected space ...Both locally simply connected space and simply connected space are semi locally connected space but converse is not true.....