[1] Rosenbrock, H,H., Design of multivariable systems using the Tnverse Nyquist Array,Proc,lEE, Yol,ll6, pp,1929-1936, 1969.
[2] Rosenbrock, H,H., Computer aided control system design,Academ:c Press,London,1974.
[3] Rosenbrock, H,H., Progress in the design of tnultivuriable control oystems, Measurmenl and Control, Vo1,4, pp,9-11 1971.
[4] Leininger, G,G., Diagonal dominance using function minimization algorithm, IFAC Syrsposium of multivariable technological systems,Canada, pp,105~112, 1977.
[5] Powell, M.J.D., An efficient method for finding the minimum of a function of several variables 'without calculating derivatives,The Computer Journal, Yo1,7. pp,155-162, 1964
[6] Hawkins, D,J,:Pseudo diagonalization and the Inverse Nyquist Array method, Proc,IEE, Yo1,119, pp,337-342, 1972.
[7] Hawkins, D.J. Muitifreguency version of pseudodvagonalisatioa, Electronics Letter,Vo1,8, pp,473-474, 1972.
[8] Ford, M.P. and K.C. Day, Dominance improvement by psedodecowpling, Proc,IEE,Vo1,126, 1316-1320, 1979.
[9] Mason, P,I., K,C, Duly and K,B, Lee,The design of dynamic compensators for reducing open loop interaction in multivariable systems, 1n M,A,Cuenod(Ed.),IFAC Symp,Computer Aided Design of Control-Systems,Zurich, Switzerland, pp,331-336, 1979.
[10] Bao Yuanltt, An improved algorithm for seudodiagonalisation and its CAD program,IFAC Symposium on computer aided design of multivariable technological system, the United States, Preprint volume, 1982.
[11] Johnson, M.A., Diagonal dominance and method of pseudodisgonalization, Proc, IEE,Ve1,126, pp,1011-1017, 1979. |