Sentence examples for an ordered compactification of from inspiring English sources

To obtain this groupoid C*-algebra we construct an ordered compactification of G/H.

Consequently, (X_{f}) is not a compactification of a topological ray (but it is a compactification of a topological line).

(C_{i}) is a compactification of a topological ray.

Then there exists a system ({J_{i}}_{igeq0}) of generating intervals such that, for any (igeq0), (lim_{leftarrow}{f^{2^{i}}|_{J_{i}},J_{i}}) is a compactification of a topological ray.

Then (I_{f}) contains, for every i, a subcontinuum (C_{i}) with the following two properties: (i) (C_{i}) is (2^{i} -periodic under the shift homeomorphism, and   (ii) (C_{i}) is a compactification of a topological ray.  .

With the help of a result of Bennett, as well as Blokh's spectral decomposition theorem, we are also able to show that each (I_{f}) contains, for every integer i, a subcontinuum (C_{i}) with the following two properties: (i) (C_{i}) is (2^{i} -periodic under the shift homeomorphism, and (ii) (C_{i}) is a compactification of a topological ray.

Using the same methods, we study the spectral invariants of a natural compactification of this graph.

We first study some isometries between various L2 spaces using the compactification we defined in [H. He, An analytic compactification of the symplectic group, J. Differential Geom. 51 (1999) 375 399].

Create an order of operations.

— ordered a round of shots.

I ordered a glass of red wine.