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NAMA [8] assumes that knowledge about two-hop neighborhood is achieved somehow, and the nodes have mutual knowledge.
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Thus, even if agents do assign precise posterior probabilities to an event, Aumann shows that if they have merely first-order mutual knowledge of the posteriors, they can "agree to disagree".[18] Another way Aumann's result might fail is if agents do not have common knowledge that they update their beliefs by Bayesian conditionalization.
They have mutual friends.
"We have mutual interests.
"We have mutual friends," Castro told me.
But then, we have mutual funds.
We have mutual friends.
Have mutual friends.
Have mutual interests and explore them together.
Understand that you all have mutual interests.
Especially recommended if you have mutual friends.
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