LOCAL and CONGEST model in graph theory

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I am currently trying to understand a mathematical paper about graph theoretic concepts. In the abstract as well as in the introduction and through out the paper the "CONGEST" and "LOCAL" model is mentioned. I would like to ask if there is a clear definition to these terms?

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Those are models of communication in distributed computation.

The LOCAL model:
Every vertex can send $poly(n)$ bits of information to each of its neighbors, each round.

The CONGEST model:
Every vertex can send $\log(n)$ bits of information to each of its neighbors, each round.

In both cases, the algorithm complexity is measured in the number of rounds it performs.