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The Fractal Dimensions of the Level Sets of the Generalized Iterated Brownian Motion
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作者 Chang-qing TONG Zheng-yan LIN Jing ZHENG 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2013年第3期597-602,共6页
Let{W1(t), t∈R+} and {W2(t), t∈R+} be two independent Brownian motions with W1(0) = W2(0) = 0. {H (t) = W1(|W2(t)|), t ∈R+} is called a generalized iterated Brownian motion. In this paper, the Ha... Let{W1(t), t∈R+} and {W2(t), t∈R+} be two independent Brownian motions with W1(0) = W2(0) = 0. {H (t) = W1(|W2(t)|), t ∈R+} is called a generalized iterated Brownian motion. In this paper, the Hausdorff dimension and packing dimension of the level sets {t ∈[0, T ], H(t) = x} are established for any 0 T ≤ 1. 展开更多
关键词 Hausdorff dimension packing dimension local time generalized iterated brownian motion
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