upper and lower limits - An Overview
Analogously, the Restrict inferior satisfies superadditivity: lim inf n → ∞ ( a n + b n ) ≥ lim inf n → ∞ a n + lim inf n → ∞ b n .The infimum/inferior/internal Restrict is usually a set where every one of these accumulation sets fulfill. That is, it's the intersection of most of the accumulation sets.By analyzing whether the