95-25 Radin Charles

Miles of Tiles (367K, plain TeX) Jan 24, 95

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Abstract. This paper is concerned with the ergodic theory of tilings of Euclidean space, in the tradition of substitution subshifts and subshifts of finite type; he main innovation being the inclusion of a natural representation of rotations in the theory. The material was given in a series of four lectures at the Workshop on Lattice Dynamics and Ergodic Theory at the University of Warwick in July 1994.

Files: 95-25.tex