论文信息 - NOT COMPLETELY CONTROLLABLE

NOT COMPLETELY CONTROLLABLE

We consider the problem of determining an input for a dynamic system so that a desired output results at a specified time. For a completely controllable system, such an input always exists; while for a system which is not completely controllable, the input may not exist and the conclusion, "You cannot get there from here" is appropriate. Several examples are presented.

Murray S. Klamkin | M. S. Klamkin | Dennis W. QUINNt

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