Sentence examples for inferred in exactly from inspiring English sources

In other words, from the point of view of one bird, the hidden states are amodal, generating proprioceptive and exteroceptive consequences that are inferred in exactly the same way over time; irrespective of whether sensory consequences are generated by itself or another.

Classification of CNVs as gains and losses was taken exactly as inferred in [ 3].

Because it includes less informative characters, the depicted tree does not reflect the same well-supported relationships that were inferred in a previous phylogenetic study including 2425 bp of mitochondrial DNA sequence data [ 15] although exactly the same major phylogroups were recovered.

That this be the case amounts to a requirement on the deduction from phenomena: the leap to taking the law of gravity as exact is justified only if it yields circumstances in which the phenomena from which it was inferred would hold exactly.[48] This analysis of the "deduction" of universal gravity does not answer two further complaints lodged against it.

What is being inferred, exactly?

These landforms are spatially distributed across the mid-latitudes and their co-existing presence has so far not been observed from a single crater to infer how exactly a terrain has been modified while Mars was undergoing major moderate minor shifts in its Late Amazonian climate.

For species attracting more than a threshold number of the unmapped reads in the BLAST step, a return to the read mapping procedure would be reasonable to infer more exactly the proportion of this taxon.

But when it comes to inferring exactly what is going on in a particular person, are people more like ice cubes or like hurricanes?

"We can infer from that exactly what kind of change in that optical properties is actually due to the change in color of the blood within the muscle.

"We can infer from that exactly what kind of change in that optical properties is actually due to the change in color of the blood within the  muscle.

We infer that ∃ has a winning strategy in exactly one of G and its dual; so she has a winning strategy in G if and only if she doesn't have one in G.