Sentence examples for properly amenable from inspiring English sources

(X, d) is properly amenable.

Suppose now that X is amenable but not properly amenable.

Hence, X is amenable but not properly amenable.

One can easily show that, if X is properly amenable, then (Y_2) is also properly amenable, contradicting our hypothesis.

If (Y_2) is amenable, then it is also properly amenable by Proposition  2.18, and so X is also properly amenable, contradicting our hypothesis.

Then X is amenable if and only if X is properly amenable.

We claim that ({mathcal A}) is left properly algebraically amenable but not right algebraically amenable.

Let E be the following graph: Open image in new window Here we also have that the path algebra (mathcal A : = mathbb {K}E) is left properly algebraically amenable but not right algebraically amenable, despite the existence of an exclusive maximal cycle.

X is amenable if X is left and right amenable.

(2) (widetilde{{mathcal A}}) is properly algebraically amenable if and only if ({mathcal A}) is properly algebraically amenable.  .

(widetilde{{mathcal A}}) is properly algebraically amenable if and only if ({mathcal A}) is properly algebraically amenable.