Radin Charles
Miles of Tiles
(367K, plain TeX)
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.