Tài liệu tham khảo |
Loại |
Chi tiết |
1. Boothby William M. A transitivity problem from control theory. "J. Diferen- tial Equations", v.l7, No.2,1975,296-307 |
Sách, tạp chí |
Tiêu đề: |
J. Diferen-tial Equations |
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2. Brockett R.W. Lie algebras and Lie groups in control theory,"Geometr Meth. Syst. Theory". Dorducht-Boston, 1973, 43-82 |
Sách, tạp chí |
Tiêu đề: |
Geometr Meth. Syst. Theory |
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3. Brockett R.W. System Theory on Group Manifolds and Coset Spaces."SIAM J. Control", v.lO, No.2,1972, 265-284 |
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4. Bruni Carlo, Dilillo Gianni. Koch Giorgio. Bilinear Systems.An Appealing Class of "Nearly Linear" Systems in Theory and Applications. "IEEE Trans Automat. Contr.", v.AC-19, No.4. 1974, 338-348 |
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Tiêu đề: |
Nearly Linear" Systems in Theory and Applications. "IEEE Trans Automat. Contr |
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5. Corran E., Stapleton C.A. Simulation Studies of a Practical ReactorControl System Providing Time-Optimal Shutdown. "Nuclear Science and Engineer- ing", No.54, 1974, 47-54 |
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Tiêu đề: |
Nuclear Science and Engineer-ing |
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6. Di Benedetto M.D., Grizzle J.W., Moog C.H. Rank Invariants of Nonhnear Systems. "SIAM J, Control and Optimization", v.27, No.3, May 1989,658-672 |
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Tiêu đề: |
SIAM J, Control and Optimization |
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10. Hammouri H., Ganthier J.P. Bihnearization up to output injection. "Syst. and Contr, Lett", 1988.-11, No,2,139-149 |
Sách, tạp chí |
Tiêu đề: |
Syst. and Contr, Lett |
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11. Haynes G., Hermes H. Non-linear controllabihty via Lie Theory. "SLAM J. Control", V.8, No.4, 1970, 450-460 |
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12. Hirschorn R.M. Controllability in nonlinear systems. "Geometr. Meth. Syst. Theory", Dordrecht-Boston, 1973, 205-214 |
Sách, tạp chí |
Tiêu đề: |
Geometr. Meth. Syst. Theory |
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13. Hirschorn R.M. Control of bihnear systems. "Appi. Lie Group Theory Non- linear Network Probi.", North Hollywood, Calif., 1974. 12-28 |
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Tiêu đề: |
Appi. Lie Group Theory Non-linear Network Probi |
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14. Ikeda Saburo, Shima Masasuke. Reachability and controllability of a bilinear distribulated parameter system. "Trans. Soc. Instrum. and Contr. Eng.", v.lO, No.5, 1974, 625-630 |
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Tiêu đề: |
Trans. Soc. Instrum. and Contr. Eng |
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15. Jacobson D.H. New second-order and first-order algorithms for deiermining optimal control : a differential dynamic programming approach. "J. Optim..Theory and Appi.". 1968. v.2. No.4. 411-440 |
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Tiêu đề: |
J. Optim.. Theory and Appi |
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16. Jacobson D.H. Secon-order and second-variation methods for determining optimal control : a comparative study using differential dynamic program- ming. "Internai. J. Control", 1968, v.7. No.2, 175-196 |
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Tiêu đề: |
Internai. J. Control |
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17. Jacobson D.H. Differential dynamic programming methods for solving bang- bang control problems. "IEEE Trans. Automatic Control". 1968, v.AC-13, No.6, 661-675 |
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Tiêu đề: |
IEEE Trans. Automatic Control |
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18. Jacobson D.H. A new necessary condition of optimality for singular control problems. "SIAM J. Control". 1969. v.7. No.4. 578-595 |
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19. Jacobson D.H. On conditions of optimality for singuìar control problem. "IEEE Tranc. Automatic Control", 1970, v.AC-15, No.2, 109-110 |
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Tiêu đề: |
IEEE Tranc. Automatic Control |
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20. Jacobson D.H. Sufficient conditions for nonnegativity of the second variation on singular and nonsingular control problems."SIAM J. Control", 1970, v.8.No.3, 403-423 |
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22. Jeffery Lewins, Gordon R. Woodcock, Theodore J. Williamson, Albert L. Babb. Energy Optimal Xenon Shutdown. "Nuclear Science and Engineering", 1968, No.31, 272-281 |
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Tiêu đề: |
Nuclear Science and Engineering |
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23. John J. Roberts, Harold P. Smith, Jr. Time Optimal Solution to the Reactivity - Xenon Shutdown Problem. "Nuclear Science and Egineering", 1965, No.23, 470-478 |
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Tiêu đề: |
Nuclear Science and Egineering |
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24. John J. Roberts, R.F. Fleming, Harold P. Smith, Jr. Experimental Application of the Time-Optimal Xenon Shutdown Progrm. "Nuclear Science and en- gineering", 1967, No.27, 573-580 |
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Tiêu đề: |
Nuclear Science and en-gineering |
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