Transition density estimates for Brownian motion on scale irregular Sierpiński gaskets (Q1372352)
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scientific article; zbMATH DE number 1085962
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Transition density estimates for Brownian motion on scale irregular Sierpiński gaskets |
scientific article; zbMATH DE number 1085962 |
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Transition density estimates for Brownian motion on scale irregular Sierpiński gaskets (English)
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20 December 1998
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The authors construct Brownian motion on fractals, based on the Sierpiński gasket, which are spatially homogeneous but which do not have any exact self-similarity. They obtain explicit estimates for the transition densities of this process. These lower and upper estimates are the best possible of this form up to some constants.
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Brownian motion
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fractals
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Sierpinski triangle
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transition density
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Dirichlet forms
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0.9388834
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0.92975044
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0.9295539
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0.9222201
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0.9196848
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