00701nam0-22002651i-450-990001299540403321000129954FED01000129954(Aleph)000129954FED0100012995420000920d1967----km-y0itay50------baengLocal Cohomology.by HARTSHORNE R.BerlinSpringer-Verlag1967Lecture Notes in MathematicsVOLUME 41 ̜Hartshorne,Robin42085ITUNINARICAUNIMARCBK990001299540403321C-20-(417396MA1MA1Local cohomology262972UNINAING0101005nam0 2200301 450 00002902920211222140800.0978-88-7192-579-020120806d2010----km-y0itay50------baitaengITy-------001yyStatisticaDavid M. Levine, Timothy C. Krehbiel, Mark L. Berensoned. italiana a cura di Giancarlo Ragozini Edizione5. ed.MilanoPearsonc2010XVI, 552 p.27 cm001000034058Business statistics : a first course. - 5. ed.41435StatisticaManuali519.522Statistica matematicaLevine,David M.89091Krehbiel,Timothy C.147305Berenson,Mark L.ITUNIPARTHENOPE20120806RICAUNIMARC000029029519-S/2544049NAVA12012Business statistics : a first course. - 5. ed41435UNIPARTHENOPE02211nam 2200397 450 991082814190332120230807203140.03-8325-9517-1(CKB)4340000000244133(MiAaPQ)EBC523122258a1c68b-3c90-4fa6-9896-3edeb0dd2d03(EXLCZ)99434000000024413320180523d2015 uy 0engurcnu||||||||txtrdacontentcrdamediacrrdacarrierController and network design exploiting system structure /Simone SchulerBerlin :Logos Verlag Berlin,[2015]©20151 online resource (133 pages)PublicationDate: 201503153-8325-3924-7 Long description: We consider the problem of decentralized controller and network design under communication constraints. Traditionally, this problem is solved in a two-step approach by first deciding on a topology and then designing the dynamical couplings. In this thesis, we present a new approach by solving the problem of topology design and dynamics within one joint optimization problem. Structure design is then done subject to classical performance constraints on the closed loop system. We develop computationally efficient formulations by means of convex relaxations. This makes the proposed design methods attractive for practical applications and allows a tradeoff between sparsity of the subsystem interactions and achievable performance. We further introduce the concept of an l0-system gain for discrete linear time invariant systems, inspired by classical system gains from robust control. With this newly introduced system gain, we give a system theoretic explanation of the sparse closed loop response of l1-optimally controlled systems.Structural optimizationStructural optimization.624.17Schuler Simone1646205MiAaPQMiAaPQMiAaPQBOOK9910828141903321Controller and network design exploiting system structure3993076UNINA