Sentence examples for conjecture holds from inspiring English sources

We describe a wide class of graphs for which the Ádám conjecture holds.

We investigate special cases of the conjecture and prove that the conjecture holds for some of them.

We prove that the innovation conjecture holds if and only if the original process is almost surely invertible.

Finally, we prove that the new conjecture holds for a class of ordered symmetric spaces, called both the Makarevič spaces of type I, and the satellite cones.

This groupoid characterisation then reduces the proof that the coarse Baum Connes conjecture holds for a coarsely embeddable space to known results for a-T-menable groupoids.

In this paper, we proved that the equivariant coarse Baum Connes conjecture holds for a metric space with bounded geometry which admits an equivariant coarse embedding into Hilbert space.

Should this conjecture hold it would provide a true analogue of Theorem 5.1.

None is more specious than the Right-Handed Hitter Conjecture, which holds that on steal attempts left-handers have to throw around righties, who outnumber hitters from the other side.

Lemma 6 Assume that Conjecture 1 holds.

In fact, Jonsson and Varolin showed that Conjecture 1 holds for the so-called Oseledec points.

This implies that the sum of squared logarithms inequality (Conjecture 1.2) holds also for (n=4).