The complexity of a computational problem is the order of computational resources which are necessary and sufficient to solve the problem.

We introduce polynomial time algorithms based in generating functions for computing the Myerson value in weighted voting games restricted by a tree. Moreover, ...

We introduce polynomial time algorithms based in generating functions for computing the Myerson value in weighted voting games restricted by a tree. Moreover, ...

... generating functions for computing the Myerson value of these games. We have shown that there exist polynomial time algorithms based in generating functions ...

The complexity of a computational problem is the order of computational resources which are necessary and sufficient to solve the problem.

... functions for computing the Myerson value in weighted voting games restricted by a tree. ... Moreover, we apply the new generating algorithm for computing the ...

Generating Functions for Computing the Myerson Value ; Voting power in the European Union enlargement. Bilbao, J.M., (2002) ; The Lovász Extension of Market Games.

It is shown that the results obtained may be extended to games with arbitrary graphs and the use of the generating function is proposed for its calculation.

Dec 31, 2019 · For this graph size, it is still possible to generate a characteristic function and compute the exact Myerson value of players relatively ...

For its calculation the use of the generating function is proposed. It is shown that the results obtained may be extended to games with arbitrary graphs.