Determination of the walk dimension of the Sierpinski gasket without using diffusion
Grigoryan A, Yang M (2018)
JOURNAL OF FRACTAL GEOMETRY 5(4): 419-460.
Zeitschriftenaufsatz
| Veröffentlicht | Englisch
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Einrichtung
Abstract / Bemerkung
We determine the walk dimension of the Sierpinski gasket without using diffusion. We construct non-local regular Dirichlet forms on the Sierpinski gasket from regular Dirichlet forms on the Sierpinski graph whose suitable boundary is the Sierpinski gasket.
Stichworte
Walk dimension;
hyperbolic graph;
hyperbolic boundary;
Martin boundary;
reflected Dirichlet space;
trace form
Erscheinungsjahr
2018
Zeitschriftentitel
JOURNAL OF FRACTAL GEOMETRY
Band
5
Ausgabe
4
Seite(n)
419-460
ISSN
2308-1309
eISSN
2308-1317
Page URI
https://pub.uni-bielefeld.de/record/2932011
Zitieren
Grigoryan A, Yang M. Determination of the walk dimension of the Sierpinski gasket without using diffusion. JOURNAL OF FRACTAL GEOMETRY. 2018;5(4):419-460.
Grigoryan, A., & Yang, M. (2018). Determination of the walk dimension of the Sierpinski gasket without using diffusion. JOURNAL OF FRACTAL GEOMETRY, 5(4), 419-460. doi:10.4171/JFG/66
Grigoryan, Alexander, and Yang, Meng. 2018. “Determination of the walk dimension of the Sierpinski gasket without using diffusion”. JOURNAL OF FRACTAL GEOMETRY 5 (4): 419-460.
Grigoryan, A., and Yang, M. (2018). Determination of the walk dimension of the Sierpinski gasket without using diffusion. JOURNAL OF FRACTAL GEOMETRY 5, 419-460.
Grigoryan, A., & Yang, M., 2018. Determination of the walk dimension of the Sierpinski gasket without using diffusion. JOURNAL OF FRACTAL GEOMETRY, 5(4), p 419-460.
A. Grigoryan and M. Yang, “Determination of the walk dimension of the Sierpinski gasket without using diffusion”, JOURNAL OF FRACTAL GEOMETRY, vol. 5, 2018, pp. 419-460.
Grigoryan, A., Yang, M.: Determination of the walk dimension of the Sierpinski gasket without using diffusion. JOURNAL OF FRACTAL GEOMETRY. 5, 419-460 (2018).
Grigoryan, Alexander, and Yang, Meng. “Determination of the walk dimension of the Sierpinski gasket without using diffusion”. JOURNAL OF FRACTAL GEOMETRY 5.4 (2018): 419-460.
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