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There exists a strongly polynomial time randomized algorithm for GCTUF problems with a group of cardinality at most 4. On a high level, we follow a well-known strategy for TU-related problems by employing Seymour’s decomposition [14] to decompose the problem into problems on simpler, more st...
where Ω is a bounded, smooth and strictly convex domain in ℝN (N≥ 2), b∈ C∞(Ω) is positive and may be singular (including critical singular) or vanish on the boundary, g ∈ C1((0, ∞), (0, ∞)) is decreasing on (0, ∞) with lim t → 0 + g ( t ) = ∞...