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FRACTAL DIMENSIONS OF SOME SETS IN [0,1)

FRACTAL DIMENSIONS OF SOME SETS IN [0,1)
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摘要 A kind of fractal sets, non-regular sets with 0-Lebesgue measure, is introduced by considering binary expansion of real numbers in [0,1). Their fractal dimensions are also studied in this paper. A kind of fractal sets, non-regular sets with 0-Lebesgue measure, is introduced by considering binary expansion of real numbers in [0,1). Their fractal dimensions are also studied in this paper.
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出处 《Analysis in Theory and Applications》 1999年第4期23-28,共6页 分析理论与应用(英文刊)
关键词 oscillatory integral operator MULTIPLIER SINGULARITY oscillatory integral operator multiplier singularity
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