Notes on Symbol Dynamics

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Date
1998-10-15Author
Agrawala, Ashok K.
Landauer, Christopher
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This paper introduces a new formulation of dynamic systems that subsumes
both the classical discrete snd differential equation models as well as
current trends in hybrid models. The key idea is to express the system
dynamics using symbols to which the notion of time is explicitly
attached. The state of the system is described using symbols which are
active for a defined period of time. The system dynamics is then
represented as relations between the symbolic representations . We
describe the notation and give several examples of its use.
(Also cross-referenced as UMIACS-TR-95-15)