Pages that link to "Item:Q967659"
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The following pages link to Evaluation of effective resistances in pseudo-distance-regular resistor networks (Q967659):
Displaying 15 items.
- Exact evaluation of the resistance in an infinite face-centered cubic network (Q1949778) (← links)
- Resistance distances in extended or contracted networks (Q2002547) (← links)
- On the resistance diameter of hypercubes (Q2067117) (← links)
- Some two-vertex resistances of nested triangle network (Q2118706) (← links)
- Computation of resistance distance and Kirchhoff index of the two classes of silicate networks (Q2185402) (← links)
- Two-point resistances in the generalized phenylenes (Q2201035) (← links)
- Some two-vertex resistances of the three-towers Hanoi graph formed by a fractal graph (Q2202296) (← links)
- A recursion formula for resistance distances and its applications (Q2444563) (← links)
- Resistance distances and the Kirchhoff index in double graphs (Q2634321) (← links)
- Resistance distance in tensor and strong product of path or cycle graphs based on the generalized inverse approach (Q2666404) (← links)
- Application of the recursion-transform method in calculating the resistance of an <i>M</i>×<i>N</i> cobweb resistor network with an arbitrary boundary (Q4595687) (← links)
- Effective resistances and Kirchhoff index in subdivision networks (Q5351840) (← links)
- Resistance distance of generalized wheel and dumbbell graph using symmetric {1}-inverse of Laplacian matrix (Q6113542) (← links)
- Computation of resistance distances in a sub-divided cyclic silicate network and applications (Q6656818) (← links)
- Convergence rate of Markov chains over switching distance regular networks (Q6669324) (← links)
