Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Motivated by the development of an efficient and stable routing scheme for the Internet, Papadimitriou introduced a multicommodity flow game and raised the problem of whether the core of a multicommodity flow game is always nonempty. Markakis and Saberi settled the problem affirmatively. Hover, thier proof is not constructive, and it is not known how to find a solution in the core of the game, to the best of my knowledge.  presents a polynomial-time algorithm for finding a multicommodity flow game if G is a spider
['Toshinori Yamada', 'Kazuhiro Karasawa']
I am writing a research paper on a idea On Finding a Solution in the Core of a Multicommodity Flow Game on a Spider
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