Riemann surfaces,Clifford algebras and infinite dimensional groups |
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Authors: | A. L. Carey M. G. Eastwood K. C. Hannabuss |
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Affiliation: | (1) Department of Mathematics, University of Southern California, 90089 Los Angeles, CA, USA |
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Abstract: | We consider functionals on one dimensional subshifts which have prescribed Randon-Nikodym derivative under transportation by conjugating homeomorphisms, and investigate their relation to Ruelle's transfer operator. In particular we show that two-sided functionals essentially are products of a functional which are supported on stable and unstable leaves. We also prove the meromorphicity of the Fourier transform of correlation functions for AxiomA follows in a more general setting. |
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