02773nam 2200721 u 450 991096284460332120251116202730.00-19-773204-61-280-52771-497866105277170-19-535768-X1-4294-0123-010.1093/oso/9780195093018.001.0001(CKB)1000000000402789(EBL)270948(OCoLC)560383147(SSID)ssj0000101016(PQKBManifestationID)11138377(PQKBTitleCode)TC0000101016(PQKBWorkID)10041881(PQKB)10045008(Au-PeEL)EBL270948(CaPaEBR)ebr10142321(CaONFJC)MIL52771(OCoLC)936848882(MiAaPQ)EBC270948(OCoLC)1406785452(StDuBDS)9780197732045(EXLCZ)99100000000040278919990408e20231997 |y |engur|n|---|||||txtccrAlgebraic and differential topology of robust stability /Edmond A. Jonckheere ; with 79 pictures, computer generated by Chih-Yung Cheng, Chung-Kuang Chu, and Murilo G. Coutinho1st ed.New York ;Oxford University Press,2023.1 online resource (625 p.)Oxford scholarship onlinePreviously issued in print: 1997.0-19-509301-1 Includes bibliographical references (p557-570) and index.Contents; List of Figures; List of Symbols; 1 Prologue; I: SIMPLICIAL APPROXIMATION AND ALGORITHMS; II: HOMOLOGY OF ROBUST STABILITY; III: HOMOTOPY OF ROBUST STABILITY; IV: DIFFERENTIAL TOPOLOGY OF ROBUST STABILITY; V: ALGEBRAIC GEOMETRY OF CROSSOVER; VI: EPILOGUE; VII: APPENDICES; Bibliography; IndexThis book brings together the seemingly unrelated fields of algebraic topology and robust control. It develops algebraic/differential topology from an application-oriented point of view. It should be suitable for students in engineering and/or applied mathematics and academic researchers.Oxford scholarship online.Control theoryAlgebraic topologyDifferential topologyControl theory.Algebraic topology.Differential topology.629.8/312/015142Jonckheere Edmond A.1954-1888405DLCDLCUkStDuBDSZStDuBDSZBOOK9910962844603321Algebraic and differential topology of robust stability4527250UNINA