Sentence examples for be a limit point from inspiring English sources

Let v be a limit point of the sequence ({v_k}).

Consider such that and let be a limit point of.

Let ( w ∗, λ ∗ ) be a limit point of Γ w ( 0 ).

Now, clearly x cannot be a limit point of F, because if x becomes a limit point of F then (x in F) as F is closed.

This membrane fusion process may, therefore, be a limiting point for efficient adaptation and infection of an animal virus in cells from a different host species.

This result contradicts the fact that ( w ∗, λ ∗ ) is a limit point of Γ w ( 0 ).

If (P^) is a limit point of the point range ({g(p,t_{n})}), (n=1,2,ldots) , then we say that (P^) is an Ω limit point.

No point (zin X) is a limit point of (M z)), ({t|G z,t cap Mneqemptyset}) is a closed subset of (R_).

This is because every real is a limit point of rationals; so for every point \(P\) with one or both co-ordinates irrational, there are points arbitrarily close to \(P\) with both co-ordinates rational; so no gaps would appear if irrational points were removed from the curve for \(x^2- 2\) in the reals.

Let ({z^{k},mu^{k},eta^{k},xi^{k}}) be a Karush-Kuhn-Tucher (KKT) point of (3.5) for each (epsilon=epsilon^{k}), where (epsilon^{k}rightarrow0^). Suppose that (bar{z}) is a limit point of ({z^{k}}) and the MPCC-LICQ holds at (bar{z}) for (3.3).

2 ∼' stands for asymptotically equal, i.e., f(x)∼g(x)⇔f(x)/g(x)→1 as x→a, x∈M where the functions f(x) and g(x) are defined on some set M, and a is a limit point of M. f(x)=o(g(x)) means ({lim }_{xto a}f(x)/g(x)=0).