  When there is a dispute between players on how to divide multiple divisible
assets, how should it be resolved? In this paper we introduce a multi-asset
game model that enables cooperation between multiple agents who bargain on
sharing K assets, when each player has a different value for each asset. It
thus extends the sequential discrete Raiffa solution and the Talmud rule
solution to multi-asset cases. keyword: resource allocation, game theory,
Raiffa Bargaining Solution, Aumann Bankruptcy, non-transferable commodities
