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LEADER 00000cam a2200397 i 4500 
008    130321t20132013flua     b    001 0 eng   
010    2013008825 
019    822667956|a822893956 
020    9781466587519 |q(hardback) 
020    1466587512 |q(hardback) 
035    .b53721767 
040    DLC|beng|erda|cDLC|dYDX|dOCLCO|dYDXCP|dBTCTA|dUKMGB|dTTU
       |dOCLCF|dCaONFJC 
042    pcc 
050 00 TS157|b.G78 2013 
082 00 658.5|223 
100 1  Gruĭich, L. T.|q(Li͡ubomir Tikhomira),|0http://id.loc.gov/
       authorities/names/n84159748|eauthor. 
245 10 Tracking control of linear systems /|cLyubomir T. 
       Gruyitch. 
264  1 Boca Raton :|bCRC Press, Taylor & Francis Group,|c[2013] 
264  4 |c©2013. 
300    xviii, 405 pages :|billustrations ;|c24 cm 
336    text|2rdacontent 
337    unmediated|2rdamedia 
338    volume|2rdacarrier 
504    Includes bibliographical references (pages 311-337) and 
       indexes. 
505 0  pt. 1. On control systems classic fundamentals. 
       Introduction -- Control systems -- System regimes -- 
       Transfer function matrix G (s)-- pt. 2. Novel system 
       fundamental: full transfer function matrix F (s). Problem 
       statement -- Nondegenerate matrices-- Full transfer 
       function matri F (s) -- pt. 3. Novel control theories: 
       tracking and trackability. Tracking theory -- Trackability
       theory -- pt. 4. Novel tracking control synthesis. Linear 
       tracking control (LITC) -- Lyapunov tracking control (LTC)
       -- Natural tracking control (NTC) -- NTC versus LTC -- pt.
       5. Conclusion. On F (s) -- On tracking and trackability --
       On tracking control -- Recommendation -- pt. 6. 
       Appendixes. A. Notation -- B. From IO system to ISO system
       -- C. From ISO system to IO System -- D. Proof of theorem 
       64 -- E. Proof of theorem 67 -- F. Proof of theorem 72 -- 
       G. Proof of theorem 91 -- H. Proof of theorem 102 (Basic 
       lLemma) -- I. Proof of theorem 116 -- J. Proof of theorem 
       142 -- K. Proof of theorem 145 -- L. Proof of theorem 149.
520    "The book addresses its content to control and systems 
       science and engineering professors, researchers, Ph. D. 
       and graduate students, designers, as well as to applied 
       mathematicians and researchers and engineers dealing with 
       dynamics and linear mathematical modeling of technical 
       plants and processes. The primary purpose of control is to
       force the behavior in an unpredictable environment (under 
       the actions of unknown and possibly immeasurable 
       disturbances and unpredictable, hence most probably non-
       zero, initial conditions). This means that a kind of 
       tracking is the key property that should characterize the 
       control system. Surprisingly, the tracking theory has not 
       been well developed. It is the stability theory that has 
       been dominating. However, stability and tracking are 
       mutually independent. The book sets up the fundamentals of
       the tracking theory for the control systems. Various 
       tracking properties defined in the book express different 
       tracking qualities"--|cProvided by publisher. 
650  0 Production control.|0http://id.loc.gov/authorities/
       subjects/sh85107211 
650  0 Linear control systems.|0http://id.loc.gov/authorities/
       subjects/sh94000860 
650  0 Automatic tracking.|0http://id.loc.gov/authorities/
       subjects/sh85010114 
907    .b53721767 
945    658.5 GRUY|d15|i31290028050524|lmbe|nVendor Interface 
       Record 
984    VU|b.b53721767|cheld 
990    MARCIVE MELB 201906 
990    Uploaded to LA VU-B.D279 24/10/14 aci 
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