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Applications of Shellable Complexes to Distributed Computing (Invited Talk)

机译:可外壳复合体在分布式计算中的应用(特邀演讲)

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This talk describes recent Joint work with Sergio Rajsbaum [3].rnFor models of concurrent computation in which processes may fail by crash-ing, each possible computation can be characterized as a simplicial complex, a geometric structure constructed by "gluing together" simplexes in a regular manner [6]. Informally, a complex is κ-connected if it has no "holes" in dimen-sion k or lower. It is known that if the complex corresponding to every such computation is κ-connected, then one cannot solve (κ+ l)-set agreement [4,5,6].
机译:这篇演讲描述了最近与Sergio Rajsbaum的联合工作[3]。对于在并行计算中进程可能因崩溃而失败的模型,每个可能的计算都可以被描述为简单复形,即通过“胶合”在单形中而构成的几何结构。有规律的[6]。非正式地,如果复合体在尺寸k或更低的维度上没有“孔”,则它是κ连接的。众所周知,如果对应于每一个这样的计算的复数是κ连接的,那么人们就无法解决(κ+ 1)-集合的协议[4,5,6]。

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