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- In automata theory and control theory, branches of mathematics, theoretical computer science and systems engineering, a noncommutative signal-flow graph is a tool for modeling interconnected systems and state machines by mapping the edges of a directed graph to a ring or semiring. A single edge weight might represent an array of impulse responses of a complex system (see figure to the right), or a character from an alphabet picked off the input tape of a finite automaton, while the graph might represent the flow of information or state transitions. As diverse as these applications are, they share much of the same underlying theory. (en)
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- 11900 (xsd:nonNegativeInteger)
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- which? (en)
- Mason's rule should have been introduced before here. (en)
- what is defined here, in terms of what? (en)
- what is w^_i ? (en)
- which one? Mason's? FRL? BRL? (en)
- i/o of what? Does the method start of a directed graph with a given input and a given output node? (en)
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- In automata theory and control theory, branches of mathematics, theoretical computer science and systems engineering, a noncommutative signal-flow graph is a tool for modeling interconnected systems and state machines by mapping the edges of a directed graph to a ring or semiring. A single edge weight might represent an array of impulse responses of a complex system (see figure to the right), or a character from an alphabet picked off the input tape of a finite automaton, while the graph might represent the flow of information or state transitions. (en)
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- Noncommutative signal-flow graph (en)
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