Bilinear separation of two sets inn-space

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Absolute value equations (2006, unknown): “We also note that the bilinear formulation (3) can serve as a method of solution for the AVE as was bilinear programming exploited in [1,6] for other problems.”
Optimal Decision Trees (1996, methodology): “A Frank-Wolfe method was successfully applied to the product error problem [7, 3].”
Auction optimization using regression trees and linear models as integer programs (2014, unknown): “s learning tasks can lead to challenging optimization problems, researchers have also applied mathematical optimization methods in order to increase learning efﬁ- ciency. For instance, Bennett et al. [33] use linear programming for determining linear combination splits within two-class decision tree”
Bilevel Optimization and Machine Learning (2008, methodology): “[[11]] Algorithm 1 terminates at ζ that satisfies the minimum principle necessary optimality condition of PF (μ): ∇ζP (ζ; μ)′(ζ −ζ) ≥ 0 for all ζ ∈ SLP, or each accumulation ζ̄ of the sequence {ζ} satisfies the minimum principle.”
Mathematical Programming for Data Mining: Formulations and Challenges (1999, methodology): “Hence the Uncoupled Bilinear Programming Algorithm([10]) is applicable.”