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The Diptych of Communication Complexity Classes in the Best-partition Model and the Fixed-partition Model

机译:最佳分区模型和固定分区模型中的通信复杂性类的二分法

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Most of the research in communication complexity theory is focused on the fixed-partition model (in this model the partition of the input between Alice and Bob is fixed). Nonetheless, the best-partition model (the model that allows Alice and Bob to choose the partition) has a lot of applications in studying stream algorithms and complexity of branching programs.In the paper, we show how to transform separations between communication complexity classes from the fixed-partition to the best-partition models. Using these and previously known methods, we give an answer to the open question asked by Goos, Pitassi, and Watson by providing an almost complete picture of the relations between best-communication complexity classes between P op and PSPACE op .
机译:通信复杂性理论的大多数研究都集中在固定分区模型上(在该模型中,Alice和Bob之间的输入分区是固定的)。尽管如此,最佳分区模型(允许Alice和Bob选择分区的模型)在研究流算法和分支程序的复杂性方面有许多应用。本文中,我们展示了如何转换通信复杂度类之间的分离固定分区到最佳分区模型。使用这些和以前已知的方法,我们通过提供P op和PSPACE op之间最佳通信复杂度类别之间关系的几乎完整图片,回答了Goos,Pitassi和Watson提出的开放式问题。

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