This paper introduces feature subset weighting using monotone measures for distance-based supervised learning.
The proposed method incorporates feature weights using the Choquet integral, enabling the distances to capture non-linear relationships and interactions among attributes.
An advantage of this approach is that the computed subset weights are computationally feasible, reducing the number of calculations compared to calculating all feature subset weights.
Experimental evaluation demonstrates the effectiveness of the proposed distance measure in a k-nearest neighbors classification setting.