A. Bisbas et al., TAMENESS FOR THE DISTRIBUTION OF SUMS OF MARKOV RANDOM-VARIABLES, Mathematical proceedings of the Cambridge Philosophical Society, 121, 1997, pp. 115-127
This paper studies the spectral properties of a class of probability m
easures on the circle. The key aim is to describe the local structure
of the maximal ideal space on the L-subspaces generated by the measure
s and hence the spectral properties of these measures. In particular m
e give a necessary and sufficient condition for suchmeasures to belong
to M(0)(T).