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Showing 1 to 4 of 4 for “"Symmetric Cones"”.
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Full Newton Step Interior Point Method for Linear Complementarity Problem Over Symmetric Cones
… for Linear Complementarity Problem (LPC) over Symmetric Cones. The advantage of this method lies in that it uses full Newton-steps, thus, avoiding the calculation of the step size at each iteration. By suitable choice of parameters we prove the global convergence of iterates which always stay …
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Operators on some analytic function spaces and their dyadic counterparts
… and analytic Besov spaces in tube domains over symmetric cones. In part I of this thesis, we show how to generate Carleson measures from a class of weighted Carleson measures in the unit ball. The results are used to obtain boundedness criteria of the multiplication operators and Ces`aro …
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Reduction methods in semidefinite and conic optimization
… and, more generally, optimization problems over symmetric cones. We also present computational results.
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Laguerre functions associated to Euclidean Jordan algebras
… for the Laguerre functions, defined on a symmetric cone Ω, can be derived from the representations of a specific Lie algebra on L<sup>2</sup>(Ω,dμ<sub>v</sub>). This Lie algebra is the corresponding Lie algebra of the Lie group G that acts on the tube domain T(Ω)=Ω+iV, where V is the …