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Titlebook: Algebraic Computing in Control; Proceedings of the F Gérard Jacob,Françoise Lamnabhi-Lagarrigue Conference proceedings 1991 Springer-Verlag

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楼主: 衰退
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,Calcul formel pour la “poursuite singuliere” de trajectories,er le maximum de régularité du couple (.., x.), solution du problème de poursuite. Dans [3], nous montrons que si .(..,y.) est infini et le “saut de l‘index relatif” au point singulier est fini, alors il existe une commande C. permettant le passage à travers le point singulier.
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https://doi.org/10.1007/978-3-319-08323-0cal forms are recognized by symbolic calculations. Moreover, several heuristic and system theoretic rules are implemented in the MACSYMA program for application of the nonlinear methods. For a numeric evaluation and simulation of the symbolic results, interfaces to the external program systems ACSL and MATLAB are available.
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https://doi.org/10.1007/978-3-319-08323-0 of Maple and Basile, implemented as an interface between these two packages, allowing data communication, automatic procedure translation and Fortran code generation for simulation and control purposes.
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Anika Bexkens,Christoph M. Müller the computation of the periodic behavior is related to the Frobenius problem for linear diophantine equations. These algorithms have been implemented in MAPLE. An application to a simple flowshop is presented.
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Joint use of maple and Basile: Using computer algebra in a CACSD environment, of Maple and Basile, implemented as an interface between these two packages, allowing data communication, automatic procedure translation and Fortran code generation for simulation and control purposes.
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