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We consider equally-weighted Cantor measures μq,b arising from iterated function systems of the form b−1(x+i), i=0,1,…,q−1, where q<b. We classify the (q,b) so that they have infinitely many mutually orthogonal exponentials in L2(μq,b). In particular, if q divides b, the measures have a complete orthogonal exponential system and hence spectral measures. Improving the construction by Dutkay et al...
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