A new parametric kernel function yielding the best known iteration bounds of interior-point methods for the Cartesian P*(kappa)-SCLCP (PJO)
Volume 13
Number 4
pp. 547-570

A new parametric kernel function yielding the best known iteration bounds of interior-point methods for the Cartesian P*(κ)-SCLCP
X.Z. Cai, L. Li, M. El Ghami, T. Steihaug and G.Q. Wang

Keywords Mathematices Subject Classification
interior-point methods, linear complementarity problem, Cartesian P*(κ)-property, Euclidean Jordan algebras, large-update method, small-update method, polynomial complexity 90C33, 90C51

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