Pages that link to "Item:Q707438"
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The following pages link to ``Laplacians'' on finitely ramified, graph directed fractals (Q707438):
Displaying 12 items.
- Euclidean realizations of Mauldin-Williams graphs (Q375384) (← links)
- Resistance scaling and the number of spanning trees in self-similar lattices (Q633130) (← links)
- Shorted operators: An application in potential theory (Q1369313) (← links)
- The short-cut test (Q1766552) (← links)
- Explicit spectral decimation for a class of self-similar fractals (Q1949506) (← links)
- Approximation of fractals by discrete graphs: norm resolvent and spectral convergence (Q1990929) (← links)
- Resistance forms on self-similar sets with finite ramification of finite type (Q2660171) (← links)
- Constructing a Laplacian on the Diamond Fractal (Q2775770) (← links)
- The Laplacian of the Hany fractal (Q2847653) (← links)
- Lipschitz equivalence of graph-directed fractals (Q3391599) (← links)
- HIGHER BLOCK IFS 1: MEMORY REDUCTION AND DIMENSION COMPUTATIONS (Q4931720) (← links)
- Power dissipation in fractal AC circuits (Q5357426) (← links)