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The Wolfram Model as a N-Pushout Model

POSTED BY: Alisson Silva
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Thank you for the quick reply and the link to the tutorial.

I'm already working with Algebraic Graph Transformation and am looking for proven alternatives. My requirements are pretty high. I use a (unfortunately no longer maintained) framework from Berlin. The great thing: the rules have input and output attributes, I can use the input to influence the attributes of the elements in the left graph. So it also affects the match.

Link: https://www.user.tu-berlin.de/o.runge/agg/

Take a look at the guided tutorial:

https://www.wolframcloud.com/obj/wolframphysics/Tools/hands-on-introduction-to-the-wolfram-physics-project.nb

You'll find everything you need there.

Concerning the content of the post, it is rather old and served mainly as an initial brainstorming. The key idea I was interested in transmiting was that of iteration in the Wolfram Model. I'd be interested to know if there were more developments of this concept within Algebraic Graph Transformation theory and if they apply here.

POSTED BY: Alisson Silva

This is my first time reading about the Wolfram language. I'm trying to find out whether graph transformations (regardless of whether they are single push out or double push out) are possible here.

Therefore, unfortunately, no answer here, but a beginner's question: Can I define graph replacement rules with Wolfram?

If yes how?

Thank you very much.

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