Derives necessary and sufficient conditions for a class of planar Sierpinski self-affine measures to possess infinite orthogonal exponentials or be spectral measures when scaling factors are equal, and to be spectral when unequal under restricted digits.
Chen, On the Fourier orthonormal bases of a class of Sierpinski-type Moran measures on Rn
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On the Spectral Properties of a Class of Planar Sierpinski Self-Affine Measures
Derives necessary and sufficient conditions for a class of planar Sierpinski self-affine measures to possess infinite orthogonal exponentials or be spectral measures when scaling factors are equal, and to be spectral when unequal under restricted digits.