For a weighted majority game of 4 players with
$$ \begin{array} & I & II & III & IV \\10 & 30 & 30 & 40 \end{array} $$
shares, how would I find the Shapley value? Any tips?
For a weighted majority game of 4 players with
$$ \begin{array} & I & II & III & IV \\10 & 30 & 30 & 40 \end{array} $$
shares, how would I find the Shapley value? Any tips?
How to derive a weighted majority game and how to get the Shapley value is explained in the following post
Shapley value for voting games
Assuming now a majority voting with $56$ votes, the Shapley value distributes
$sh_{v}=(0,1,1,1)/3,$
for instance. Changing the quorum to pass a bill may change the distribution of the Shapley value.