Aperiodic Order: Dynamical Systems, Combinatorics, and Operators
Aperiodic Order: Dynamical Systems, Combinatorics, and Operators
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非周期阶：动力系统、组合学和算子
DOI：
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发表时间：
2004
期刊：
影响因子：
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通讯作者：
B. Solomyak
中科院分区：
文献类型：
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作者：
M. Baake;D. Damanik;B. Solomyak
非周期序领域关注的是显示长程定向序的点集的结构和性质，以及可以从这样的点集导出的所有结构。后者包括平铺，一般离散结构，措施，运营商等，虽然还没有标准的专题著作的主题，几个审查卷的关键主题是现在[48，53，8，56]。这表明了该领域的活动，另请参阅[3]以获取进一步文献的指南。这是本次研讨会的目的，使人们从不同的数学学科聚集在一起，交流国家的艺术以及沟通开放的问题。
The field of Aperiodic Order is concerned with the structure and properties of point sets that display long-range orientational order, and of all structures that can be derived from such point sets. The latter include tilings, discrete structures in general, measures, operators etc. Although there is no standard monograph on the subject yet, several review volumes on key topics are available by now [48, 53, 8, 56]. This indicates the activity of the field, see also [3] for a guide to further literature. It was the aim of this workshop to bring people from the various mathematical disciplines together and to exchange the state of the art as well as to communicate open problems.