Sentence examples for as denoted in section from inspiring English sources

The phrase "as denoted in section" is correct and usable in written English.
It can be used when referring to a specific section of a document, law, or text to indicate where information can be found.
Example: "The requirements for the project must be followed, as denoted in section 3 of the guidelines."
Alternatives: "as indicated in section" or "as specified in section".

Exact(1)

This corresponds to a best-case scenario, where the farthest node of each TD is the domain forwarder (the "silencer," as denoted in Section 5).

Similar(59)

Note that is the same as what we denoted in Section 2004 by H.

(4) The potential forwarders (i.e., the nodes of the 1-st TD which have decided to retransmit) compete for channel access, by using the BA mechanism of the IEEE 802.11b standard (described in Section 4), first entering in the pre-backoff phase and, then, generating a random waiting time (denoted, in Section 4, as BC).

In these figures, for the sake of simplicity, the values of ({mathbf P} = 25) and (eta = 0.2) are used; other values as denoted in Table 2 are discussed in subsequent sections.

In contrast, the mechanisms that we denoted in the preceding sections as quasi-Lamarckian are ubiquitous.

Locations of topographically corrected sections are denoted in Fig. 1.

These changes are often denoted in literature as engineering changes.

Specifically, the query mutations is fed to a pre-calculated Random Forests regression model (Breiman, 2001) to predict the query's ΔΔG, denoted as ΔΔGRF (described in Section 2.1).

The procedure extracts a batch from the read queue, and it applies the four possible conversions to each original bisulphite read [the two possible conversions (C-T or G-A) and their complementary sequences], as described in Section 2. The reads denoted as read_CT and read_comp_GA, which contain the alphabet {AGT}, are mapped onto the Genome_CT version of the reference genome.

where f denotes the short-term fading as explained in Section 2.1.

Let K = { x ∈ X : x ( t ) ≥ α ∥ x ∥ } denote the cone in X as defined in Section 2, where α is just as defined above.

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