Directions in Mathematical Quasicrystals

Directions in Mathematical Quasicrystals
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数学准晶体方向

DOI:
10.1090/crmm/013
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发表时间:
2000
影响因子:
4.5
通讯作者:
R. Moody
R. Moody
中科院分区:
材料科学3区
文献类型:
--
作者:
M. Baake;R. Moody

文献摘要

被引文献

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M. Baake和R. V. Moody傅立叶分析变形模型集G。Bernuau和M.杜诺数学准晶与J. C. Lagarias Designer准晶体:具有PA预先分配的属性的切割和项目集。B。广义模型集与动力系统。Schlottmann关于A.韦斯Tilings,$C ~*$-代数和$K ~*-理论. F.非周期固体的普特南壳和间隙标号定理。J. L. Herrmann和M. Zarrouati准晶、参量密度和K.小博罗茨基,联合Schnell和J.M.一维准晶谱理论中的Wills Gordon型变元。有边界的平面二聚体模型:R. A.欧氏空间的Kenyon数字镶嵌。准晶体文献指南。贝克和U。格林索引。
Self-similar measures for quasicrystals by M. Baake and R. V. Moody Fourier analysis of deformed model sets by G. Bernuau and M. Duneau Mathematical quasicrystals and the problem of diffraction by J. C. Lagarias Designer quasicrystals: Cut-and-project sets with pre-assigned properties by P. A. B. Pleasants Generalized model sets and dynamical systems by M. Schlottmann On shelling icosahedral quasicrystals by A. Weiss Tilings, $C*$-algebras, and $K$-theory by J. Kellendonk and I. F. Putnam Hulls of aperiodic solids and gap labeling theorems by J. Bellissard, D. J. L. Herrmann, and M. Zarrouati Quasicrystals, parametric density, and Wulff-shape by K. Boroczky, Jr., U. Schnell, and J. M. Wills Gordon-type arguments in the spectral theory of one-dimensional quasi-crystals by D. Damanik The planar dimer model with boundary: A survey by R. Kenyon Digit tiling of euclidean space by A. Vince A guide to quasicrystal literature by M. Baake and U. Grimm Index.