We consider in this paper a class of semicontinuous quadratic programming problems, which arises in many real-world applications such as production planning ...
Abstract. We consider in this paper a class of semicontinuous quadratic programming problems, which arises in many real-world applications such as ...
This paper builds upon the idea of the quadratic convex reformulation approach, i.e., adding to the original objective function an additional convex term ...
Jul 21, 2015 · Abstract:We consider in this paper a class of semi-continuous quadratic programming problems which arises in many real-world applications ...
May 1, 2019 · We generalize the quadratic convex reformulation (QCR) approach in the literature to derive a new reformulation that can be solved by standard ...
The paper proposes a novel class of quadratically constrained convex reformulations (QCCR) for semi-continuous quadratic programming. We first propose the class ...
The paper investigates quadratic convex reformulations (QCR) for the portfolio selection problem with Value-at-Risk (VaR) constraint (PS-VaR).
We generalize the quadratic convex reformulation (QCR) approach in the litera- ture to derive a new reformulation that can be solved by standard mixed-integer ...
The general idea of our approach is to reformulate this problem as an equivalent quadratic program whose continuous relaxation is convex. This makes it ...
We generalize the quadratic convex reformulation (QCR) approach in the literature to derive a new reformulation that can be solved by standard mixed-integer ...
Missing: Semicontinuous | Show results with:Semicontinuous