Citation: J. Jones et al., THE COMPUTATION AND APPLICATION OF THE GENERALIZED INVERSE VIA MAPLE, Journal of symbolic computation, 25(1), 1998, pp. 99-124
Authors:
PUGH AC
MCINERNEY SJ
BOUDELLIOUA MS
JOHNSON DS
HAYTON GE
Citation: Ac. Pugh et al., A TRANSFORMATION FOR 2-D LINEAR-SYSTEMS AND A GENERALIZATION OF A THEOREM OF ROSENBROCK, International journal of control (Print), 71(3), 1998, pp. 491-503
Citation: S. Mahmood et al., SOLVABILITY, REACHABILITY, CONTROLLABILITY AND OBSERVABILITY OF REGULAR PMDS, International Journal of Control, 70(4), 1998, pp. 617-630
Authors:
JOHNSON DS
PUGH AC
ROGERS E
HAYTON GE
OWENS DH
Citation: Ds. Johnson et al., A POLYNOMIAL MATRIX-THEORY FOR A CERTAIN CLASS OF 2-DIMENSIONAL LINEAR-SYSTEMS, Linear algebra and its applications, 243, 1996, pp. 669-703
Authors:
KARAMPETAKIS NP
PUGH AC
VARDULAKIS AI
HAYTON GE
Citation: Np. Karampetakis et al., AN EXTENSION OF WOLOVICHS DEFINITION OF EQUIVALENCE OF LINEAR-SYSTEMS, IEEE transactions on automatic control, 41(2), 1996, pp. 228-232
Citation: Np. Karampetakis et al., A CLASSIFICATION OF GENERALIZED STATE-SPACE REDUCTION METHODS FOR LINEAR-MULTIVARIABLE SYSTEMS, Kybernetika, 31(6), 1995, pp. 547-557
Citation: Ac. Pugh et al., INVESTIGATION OF ELEMENTAL DIFFUSION DURING THE DRAWING AND HEAT-TREATMENT OF GLASS OPTICAL FIBERS, Journal of Materials Science, 29(4), 1994, pp. 1036-1040
Citation: Np. Karampetakis et al., EQUIVALENCE TRANSFORMATIONS OF RATIONAL MATRICES AND APPLICATIONS, International Journal of Control, 59(4), 1994, pp. 1001-1020
Authors:
PUGH AC
KARAMPETAKIS NP
VARDULAKIS AIG
HAYTON GE
Citation: Ac. Pugh et al., A FUNDAMENTAL NOTION OF EQUIVALENCE FOR LINEAR-MULTIVARIABLE SYSTEMS, IEEE transactions on automatic control, 39(5), 1994, pp. 1141-1145
Citation: Qh. Wu et Ac. Pugh, REINFORCEMENT LEARNING CONTROL OF UNKNOWN DYNAMIC-SYSTEMS, IEE proceedings. Part D. Control theory and applications, 140(5), 1993, pp. 313-322