A reformulation that injects coordinate-optimality conditions into indicator MIPs sharply cuts branch-and-bound work and yields polynomial tree bounds in several structured cases.
A parametric approach for solving convex quadratic optimization with indicators over trees.Mathematical Programming, pages 1–46, 2025
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Coordinate Optimality Reformulation for Mixed-Integer Convex Programs with Indicators
A reformulation that injects coordinate-optimality conditions into indicator MIPs sharply cuts branch-and-bound work and yields polynomial tree bounds in several structured cases.