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Modern Concepts in Gastroenterologyve equations. These recursive equations can be understood as graph grammars. The solution of a recursive system of equations can be obtained by the iteration of a homomorphism of the net algebra. In a certain sense, the class of the layouts defined by a system of equations can also be understood as Lindenmayer-Rozenberg-system.
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Tutorial introduction to the algebraic approach of graph grammars,raic approach. We point out the essential role of the gluing construction and discuss basic constructions in connection with sequential and parallel independence of derivations and what to do in the case of sequential resp. parallel dependence.
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Graphics and their grammars,ributed extensions of the “pushout” productions of graph grammars. The notion of graphic grammars is presented and various programming implementations will be discussed. Many motivating examples will be given, including.the development of biological organisms.the “semantic net” representation of expert system knowledge.
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