论文部分内容阅读
It is known that a self-similar set K can be identified with the hyperbolic boundary (з)HX of its associated augmented tree(X,(∈)).
Random walks and induced Dirichlet forms on metric measure spaces
【摘 要】
：
It is known that a self-similar set K can be identified with the hyperbolic boundary (з)HX of its associated augmented tree(X,(∈)).
【机 构】
：
DepartmentofMathematics,TheChineseUniversityofHongKong,Shatin,NT,HongKong
【出 处】
：
分形与图上的分析研讨会(AFG2016)
【发表日期】
：
2016年12期
其他文献
This is a joint work with Prof.S.Kotani(Osaka Univ.).We consider the 1d Schr(o)dinger operator with random potential decaying of order α.
会议
Spectral asymptotics of one-dimensional fractal Laplacians in the absence of second-order identities
We observe that some self-similar measures defined by finite or infinite iterated function systems with overlaps satisfy certain "bounded measure type condi
会议
Multifractal analysis of divergence points of frequency of digits in Bedford-McMullen self-affine ca
Let K be Bedford-McMullen self-affine carpets generated by IF-S Tij(x,y)=(x+j/n,y+i/m),where 2 ≤ m≤ n are integers,and(i,j)∈ D(∈){0,1,…,n-1}×{0,1,…,m
会议
Realization of Optimum Binary Spreading Sequences of Markov Chains Based on Discretized β-transforma
We construct optimum binary spreading sequences of Markov chains in terms of bit error probabilities in asynchronous spread-spectrum multiple-access(SSMA)co
会议
We will introduce curvature dimension conditions on graphs and study some analytic properties for graphs satisfying curvature dimension conditions.
会议
In this talk I will show how to apply the Davies method to obtain upper bounds of heat kernels for regular Dirichlet forms on metric measure spaces,for any
会议
There have been a number of research papers on the Lipschitz equivalence of Cantor sets.Many of those papers focused on dust-like Cantor sets,following the
会议
We provide a criterion for a point satisfying the required disjointness condition in Sarnaks Mobius Disjointness Conjecture.
会议
We propose a randomness criterion ∑n(x1x2…xn)for a binary word x1x2…xn,which is the sum of squares of the number of occurrences of every subword of it.
会议
Let Bσ2,∞,σ> 0 denote the Besov space defined on a compact set K(∈)Rn with an α-regular measure μ.
会议