The phrase "a suitable subset of" is correct and usable in written English.
It can be used when referring to a specific portion or selection of a larger group that meets certain criteria or standards.
Example: "In our analysis, we focused on a suitable subset of the data that accurately represents the overall trends."
Alternatives: "an appropriate portion of" or "a fitting segment of".
Due to the heterogeneousness of the data, ISBSG recommends extracting a suitable subset of projects.
Namely, are we able to capture a specific design heuristic by applying a suitable subset of design metrics?
Due to cache size limitations, cache replacement algorithms are used to find a suitable subset of items for eviction from the cache.
For systems written in (a suitable subset of) C, there are now many such analysis tools, both academic and commercial [2 10].
More precisely, we will minimize the functional L over a suitable subset of (S_{0}^{1,2}(Omega)) according to the range of μ.
Results were computed for 112 separate studies of 8 to 12 scans each; test-retest statistics were measured in a suitable subset of 201 mice.
The goals of this paper are (i) removing redundant instances that causes the learning algorithm to be unbiased (ii) identifying suitable subset of features by employing a wrapper based feature selection algorithm (iii) realizing proposed IDS with neurotree to achieve better detection accuracy.
Sindhu et al. [12] introduced a new intrusion detection model which was the combination of the following: (1) removing redundant instances in order to make the learning algorithm to be unbiased, (2) identifying suitable subset of features by employing a wrapper-based feature selection algorithm, (3) realizing proposed IDS with neuro tree to achieve better detection accuracy.
To study the existence of positive solution of the problem (P), first, we will introduce a positive cone constituted of continuous positive functions or some suitable subset of it.
For the matrix M with m columns, the number of vertices in the incompatibility graph is m×(m−1) but all previous calculations remain valid if we choose the suitable subset of columns, for example the set columns comprising one or several bad zeros and repeat the procedure to cover whole matrix.
We introduce as a metric structure on suitable subsets of the linear function space F ( Ω, C ) of all complex-valued functions on Ω the Euclidean scalar product ( f, g ) Ω : = ∫ − ∞ ∞ f ( x ) g ( x ) ¯ d χ Ω x (26).
