Journal
MATHEMATISCHE ZEITSCHRIFT
Volume 239, Issue 1, Pages 117-129Publisher
SPRINGER-VERLAG
DOI: 10.1007/s002090100286
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We consider the linear monotone complementarity problem for domains obtained as the intersection of an affine subspace and the Cartesian product of symmetric cones. A primal-dual potential reduction algorithm is described and its complexity estimates are established with the help of the Jordan-algebraic technique.
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