Sentence examples for strongly closed from inspiring English sources

The bacterially expressed murine aglycosylated IgG1-Fc shows a strongly closed conformation (Feige et al., 2009).

It turns out that every ★κB is strongly closed.

Since is convex and strongly closed (by Sobolev inequality) in, it is weakly closed.

Since the graph of ( I − f ) + N F ( T i ) is weakly-strongly closed, we obtain that by taking into (2.23) and (2.19), θ ∈ ( I − f ) x ∗ + N F ( T i ) ( x ∗ ).

By noting that the equality in (17) can be rewritten as frac{z^{k_{i}}-w^{k_{i}}}{beta_{k_{i}}}-K^Kbigl z^{k_{i}}bigr)in N_{S}}-K^Kbigl z^{k_{i}}bigrnd that the graph of the maxinal moN_{S}e operator (N_{S}) is weakly-strongly closed, and biglassing to the limit in the last inclusions, w^{k_{i}}bigrom (44) and (45), that hathe} in S. Hence (hat{z} ingraph).

Interestingly, it has recently been shown by Harding [2009] that, in every strongly compact closed category with biproducts, every object is associated with an orthomodular poset Proj(A) of " weak projections ", and that Proj(A ⊗ B) behaves in many respects as a sensible tensor product for Proj(A) and Proj B).

(3.19) By passing to the limit (jrightarrowinfty) in (3.19) and by taking into account (3.16), (3.18), and the fact that the graph of a maximal monotone operator is weakly-strongly closed, we obtain (0in B_{1}(w)).

Definition 2.9 [23] Let T : K → 2 X, we say that I - T is strongly demi-closed if for every sequence {x n } in K which converges to x ∈ K and such that lim n dist(x n, T(x n )) = 0, we have x ∈ T (x).