Can someone help me in going about proving the following?
Let S be any arbitrary set in R^n. Show that conv(S) is the smallest covex set containing S.
I was thinking a proof by contradiction. But am having a hard time getting it.
TIA
Can someone help me in going about proving the following?
Let S be any arbitrary set in R^n. Show that conv(S) is the smallest covex set containing S.
I was thinking a proof by contradiction. But am having a hard time getting it.
TIA