Matches in DBpedia 2016-04 for { ?s ?p "A topological functioning model (TFM), also called a topological model and a topological model of [system] functioning, is one of mathematical modeling languages for the description of system’s functionality. Therefore, nodes in the graph represent functional features of the system, while directed arcs represent their topological relationships.Like industry standards such as Unified Modeling Language Activity Diagrams, BPMN, EPC (event-driven process chain), the TFM suggests a graphical notation for representation of processes in the system. Similarly to Petri nets, the TFM has an exact mathematical definition. Unlike other mathematical models, the TFM requires identification of functioning cycles."@en }
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- Topological_functioning_model abstract "A topological functioning model (TFM), also called a topological model and a topological model of [system] functioning, is one of mathematical modeling languages for the description of system’s functionality. Therefore, nodes in the graph represent functional features of the system, while directed arcs represent their topological relationships.Like industry standards such as Unified Modeling Language Activity Diagrams, BPMN, EPC (event-driven process chain), the TFM suggests a graphical notation for representation of processes in the system. Similarly to Petri nets, the TFM has an exact mathematical definition. Unlike other mathematical models, the TFM requires identification of functioning cycles.".
- Q21809326 abstract "A topological functioning model (TFM), also called a topological model and a topological model of [system] functioning, is one of mathematical modeling languages for the description of system’s functionality. Therefore, nodes in the graph represent functional features of the system, while directed arcs represent their topological relationships.Like industry standards such as Unified Modeling Language Activity Diagrams, BPMN, EPC (event-driven process chain), the TFM suggests a graphical notation for representation of processes in the system. Similarly to Petri nets, the TFM has an exact mathematical definition. Unlike other mathematical models, the TFM requires identification of functioning cycles.".