m at h . SP ] 2 8 Ja n 20 04 IF THEY ARE LIMIT PERIODIC ?

نویسندگان

  • J. BELLISSARD
  • J. GERONIMO
  • P. YUDITSKII
چکیده

We prove a partial result concerning the hard long standing problem on limit periodicity of the Jacobi matrix associated with the balanced measure on the Julia set of an expending polynomial. Besides this, connections of the problem with the Faybusovich–Gekhtman flow and many other objects (the Hilbert transform, the Schwarz derivative, the Ruelle and Laplace operators) that, we sure, they are of independent interest, are discussed.

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تاریخ انتشار 2004