Sentence examples for sequences of measures from inspiring English sources

Let ({varvec{mu }}) and ({varvec{nu }}) be sequences of measures as in Theorem 3.9.

We also show that any such reproducing kernel, suitably dilated, may arise as a universality limit for sequences of measures on [−1,1].

Then, the sequences of measures {π t }t≥1, {ξ t }t≥1 and {ρ t }t≥0 can be numerically approximated using particle filtering.

This latter result shows that Grothendieck's theorem on weak* convergent sequences of measures is valid not only for weak* convergent sequences but also for weak* compact subsets with a control measure.

We will deal with two different sequences of measures; the sequence ({{varvec{nu }}}) will be a sequence of discrete measures, whose supports will give us the centers of the networks, and the sequence ({{varvec{mu }}}) will be the sequence of measures so that the information on the target function is given in terms of integrals with respect to the members of this sequence.

Therefore, as well as the expected A-B-C-D-C-B-A journey, the algorithm also found journeys such as A-B-C-B-C-B-A to be plausible from the sequences of measured station-to-station distances.

What matters is not each of the policy proposals considered in isolation, whether reformist or more revolutionary, but the pathway: the sequence of measures that, piece by piece, may lead gradually to a carbon-neutral agriculture, protect the ecosystems and sustainably feed the planet.

The sequence of measures μ n converges weakly to μ.  .

Classical, single-level SMC constructs a sequence of measures, starting with the prior distribution, and finishing with the posterior distribution.

Given a bounded sequence of measures (μk), assume that for each k⩾1 there exists a solution uk of (E) with datum μk and zero boundary data.

Also, we showed that the support of such a measure is the attractor of the given GIFSp and we construct a sequence of measures converging to this measure.