Pages that link to "Item:Q2575485"
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The following pages link to Remarks on perturbation of infinite networks of identical resistors (Q2575485):
Displaying 13 items.
- Two-particle lattice Green functions on a two-dimensional rectangular lattice with next-nearest neighbor hopping (Q436990) (← links)
- Farey sequences and resistor networks (Q692353) (← links)
- Tunneling resistivity of a one-dimensional random lattice and the Petersburg problem (Q1074240) (← links)
- Network with two extra interstitial resistors (Q1930373) (← links)
- Exact evaluation of the resistance in an infinite face-centered cubic network (Q1949778) (← links)
- On the performance of damaged linear networks (Q2511079) (← links)
- On the perturbation of a uniform tiling with resistors (Q2828002) (← links)
- PERTURBATION OF AN INFINITE NETWORK OF IDENTICAL CAPACITORS (Q3426959) (← links)
- A Thomson's Principle for Infinite, Nonlinear Resistive Networks (Q3470425) (← links)
- Uniqueness of electrical currents in a network of finite total resistance (Q3580054) (← links)
- On the current enhancement at the edge of a crack in a lattice of resistors (Q4210866) (← links)
- SUBSTITUTIONAL SINGLE RESISTOR IN AN INFINITE SQUARE LATTICE APPLICATION TO LATTICE GREEN'S FUNCTION (Q4931896) (← links)
- INFINITE NETWORKS OF IDENTICAL CAPACITORS (Q4932384) (← links)