Ahlfors regular conformal dimension of metrics on infinite graphs and spectral dimension of the associated random walks

HIGHLIGHTS

• who: J. Fractal, Geom. and Ku00f4hei, Sasaya from the This paper is based on my master`s thesis [17] in Kyoto UniversityWe omit the proof of some statements have published the research: Ahlfors regular conformal dimension of metrics on infinite graphs and spectral dimension of the associated random walks, in the Journal: (JOURNAL)
• what: The aim of this paper is to study the Ahlfors regular conformal dimension of discrete unbounded metric spaces, and show relations between the Ahlfors regular conformal dimensions and spectral dimensions of such spaces. The authors characterize the ARC dimension with a . . .
  

   

  

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