The phrase "as introduced in section" is correct and usable in written English.
It can be used when referring to a specific section of a document, report, or legal text where a concept or topic was first mentioned or explained.
Example: "The methodology for the study was outlined as introduced in section 3 of the report."
Alternatives: "as detailed in section" or "as mentioned in section".
For the biopsy images, as introduced in Section 4.1, three types of image features were extracted, therefore for each image class, three kernel PCAs were built with respect to each type of image feature.
For the best method with auditory model the classification approach using spectral features and either linear SVM or RF group-based featuRF group-baseds perfeature(aselectionced is Section 4.5.3.
A weighted SVM is trained as introduced in Section 3.5 and then used for testing.
As introduced in Section 3, we assume the system serves the regular services and the MBMSs.
As introduced in Section 2-B, the transmit opportunities are reserved through a handshake process.
As introduced in Section 3.1, the new user's QoS requirements can be evaluated by.
MF ISDIC employing the common Gaussian assumption and hybrid MF ISDIC as introduced in Sections 3.1 and 3.4, respectively, are compared in the following by means of simulations.
On the other hand, by leveraging both short- and long-term connectivity locality, as introduced in Sections 5.4 and 5.5, the protocols PRMPL and DVRPLC completely eliminate the negative differences, which means that they always choose an optimal route through nodes removing which actually worsens the delay.
The main reasons can be concluded as follows: As introduce in Section 1.1, due to the complex capture conditions, the query image is naturally noisy with varying visual qualities, such as flashing, occupy, rotation, blur, affine transformation, etc.
As introduce in Section 1.1, due to the complex capture conditions, the query image is naturally noisy with varying visual qualities, such as flashing, occupy, rotation, blur, affine transformation, etc.
As we introduced in Section 1, there are several non-singular kernel functions such as the normalized sinc function [34], the generalized Mittag-Leffler function [35], Meijer G-function [37] and Fox H-function [38], which can be used to define the fractional derivative and integral.
