975 resultados para infinite horizon
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Given a convex optimization problem (P) in a locally convex topological vector space X with an arbitrary number of constraints, we consider three possible dual problems of (P), namely, the usual Lagrangian dual (D), the perturbational dual (Q), and the surrogate dual (Δ), the last one recently introduced in a previous paper of the authors (Goberna et al., J Convex Anal 21(4), 2014). As shown by simple examples, these dual problems may be all different. This paper provides conditions ensuring that inf(P)=max(D), inf(P)=max(Q), and inf(P)=max(Δ) (dual equality and existence of dual optimal solutions) in terms of the so-called closedness regarding to a set. Sufficient conditions guaranteeing min(P)=sup(Q) (dual equality and existence of primal optimal solutions) are also provided, for the nominal problems and also for their perturbational relatives. The particular cases of convex semi-infinite optimization problems (in which either the number of constraints or the dimension of X, but not both, is finite) and linear infinite optimization problems are analyzed. Finally, some applications to the feasibility of convex inequality systems are described.
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Convex vector (or multi-objective) semi-infinite optimization deals with the simultaneous minimization of finitely many convex scalar functions subject to infinitely many convex constraints. This paper provides characterizations of the weakly efficient, efficient and properly efficient points in terms of cones involving the data and Karush–Kuhn–Tucker conditions. The latter characterizations rely on different local and global constraint qualifications. The results in this paper generalize those obtained by the same authors on linear vector semi-infinite optimization problems.
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n.s. no.34(2003)
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This background brief looks into the new research and innovation strategy introduced by the European Union embodied in the Horizon 2020 funding programme. It focuses on the prospect for international collaboration in Horizon 2020, and presents a roadmap for both European institutions and those from key third countries to get ready for the opportunities provided by this funding instrument to embark on interesting research and innovation. The brief begins by outlining the efforts by the EU to address issues of economic competitiveness with a new growth strategy Europe 2020 in response to the enormous challenges faced by Europe in the midst of the debt crisis. It looks at the introduction of the Innovation Union as a Europe 2020 initiative, and explains how the new financial instrument, Horizon 2020, may be used to support the primary goals of more jobs, improved lives, better society and the global competitiveness of Europe. The brief also outlines the major differences of Horizon 2020 from the previous framework programmes, and recommends close collaboration between the European and the key third countries. The brief also proposes general and priority‐specific strategies for national research councils, universities and research institution to get ready to participate in the Horizon 2020 programme.
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Small- and medium-sized enterprises (SMEs) play a key role in the EU economy.[1] According to the latest “SME performance review” published by the European Commission,[2] in 2014 there were 22 million SMEs active in the non-financial business sectors, generating more than €3.7 trillion in added value and employing approximately 90 million people. SMEs’ contribution to the European economy becomes even more apparent if one considers that 99 out of every 100 enterprises active in the EU non-financial economy are SMEs, and that these firms account for about 67% of the total employment and some 60% of the overall added value produced in Europe. Against this background, enhancing the competitiveness of European SMEs is essential in order to foster the competitiveness of the EU economy as a whole. And since the competitiveness of European SMEs in the global arena largely depends on their ability to innovate,[3] unlocking the innovation potential of SMEs becomes pivotal to fostering growth and jobs in Europe.
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Mode of access: Internet.
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Mode of access: Internet.
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"Contract No. AF33(616)-3220 Project No. 6(7-4600) Task 40572 Wright Air Development Center"
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"Contract AF33(616)-6079 Project No. 9-(13-6278), Task No. 40572. Sponsored by: Aeronautical Systems Division"
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"Sponsored by: Wright Air Development Center"
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"Resaerch...sponsored by the National Aeronautics and Space Administration under Contract no. NAS 3-2121."
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Photocopy.
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The Magistrate's vocabulary of law terms and law phrases: p. 41-61.
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"Prepared under contract no. NOrd 18053."