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An asymmetric scheduling instance differs from an atomic selfish routing instance in the following two respects. First, the underlying network is restricted to a common source vertex s, a common sink vertex t, and a set of parallel links that connect s to t. On the other hand, we allow different players to possess different strategy sets: each player i has a prescribed subset Si of the links that it is permitted to use. Show that every asymmetric scheduling instance is equivalent to an atomic selfish routing game. Your reduction should make use only of the cost functions of the original scheduling instance, plus possibly the all-zero cost function.
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The asymmetric scheduling and selfish routine game differentiation was the requirement.The asymmetric scheduling was defined as the performance issues associated with networking and mobile devices.On the other hand the selfish routine game defined as many challenges faced by dynamic gaming.Both explanation were made based on principles and theories and their application made in Linux CFs and Kennel Versions.
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