Sentence examples for m is transitive from inspiring English sources

If M is transitive, then M ′ is transitive and -transitive.

2. If M is transitive, then M ′ is transitive and -transitive.

Note also that because M is transitive, m = { m′ ∈ M  | M ⊨ m′ ∈ m }.

Second, the fact that M is transitive ensures that M gets more than just membership right.

Note, here, that it's only because M is transitive that we can reliably construe the model-theoretic interpretation of Ω x) as saying anything about bijections at all.

M is nonempty because ( g x 0, T x 0 ) ∈ M. M is transitive because ≼ is so.

C(G =1 iff G is transitive.

D(G =1 iff G is transitive.

Therefore, M ′ is transitive, and it is also -transitive because every transitive subset is also -transitive, whatever.

Thus, ⊑ M 2 is transitive, that is, a preorder on X 2. The converse is similar.

If X belongs to the C 1 -interior of LSP ( M ), then X is transitive Anosov.