Programming with a Quadratic Constraint

By C. Panne. 1966

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

1. Marius Kloft
2. Battista Biggio
3. Pavel Laskov
4. Blaine Nelson
5. Davide Maiorca
6. Fabio Roli
7. Nedim Srndic
8. Nicolas Papernot

Citations in the corpus

• Security analysis of online centroid anomaly detection (2010, methodology): “Alternatively, one can use specialized algorithms for linear programming with a single quadratic constraint (van de Panne, 1966; Martein and Schaible, 2005) or convert the quadratic constraint to a second-order cone (SOC) constraint and use general-purpose conic optimization methods.”