Sentence examples for methods applicable in from inspiring English sources
Although proposed model improves quality of AV modeling, but further enhancements is both required and predictable to make these methods applicable in more complex phonetic contexts and speaker-independent situations.
The need for improving the operation and control of infrastructure systems has created a demand on optimization methods applicable in the area of complex sociotechnical systems operated by a multitude of actors in a setting of decentralized decision making.
Regardless the PMU data quality issue, to make these methods applicable in practice, the detection accuracy of arrival time, the impact from the non-constant wave speed throughout the network and the adaptability to different network topologies should be first investigated and guaranteed.
Additional research would be required to make these methods applicable in those settings.
Furthermore, we measured MVF, in the homes of the participants, whereas forearm plethysmographic methods applicable in clinical settings might be more sensitive for detection of vasomotor dysfunction [ 28].
Several regression techniques have been proposed to model such data in cross-sectional studies, however, methods applicable in longitudinal research are less well researched.
In practice, it is those corrections that make BEM method applicable in wind turbine design.
It could be easily observed that the impact of image resolution on algorithm performances is almost unnoticeable, thus making the proposed method applicable in heterogenous situations.
It is also possible to apply the proposed methodology within the framework of the ML-PDA method applicable in real time [20 25].
In Section 4, we introduce the idea of applying semi-supervised learning techniques to our datasets, in order to make our method applicable in the case where only a fraction of the training data are position-labeled.
In fact, in these cases, the grid is composed by scattered nodes, and the basis reproduces exactly complete linear polynomials being the method applicable in any number of spatial dimensions.
