Pages that link to "Item:Q5950958"
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The following pages link to A solvable model of interface depinning in random media. (Q5950958):
Displaying 9 items.
- A mixed-transfer-matrix method for simulating normal conductor/perfect insulator/perfect conductor random networks (Q852128) (← links)
- A transfer matrix program to calculate the conductivity of random resistor networks (Q1071479) (← links)
- Diffusion on random systems above, below, and at their percolation threshold in two and three dimensions (Q1074251) (← links)
- Thermal fluctuations in pinned elastic systems: field theory of rare events and droplets (Q1763952) (← links)
- Pinning of interfaces in a random medium with zero mean (Q2244861) (← links)
- Interface motion in random media (Q2258017) (← links)
- Two-Point Resistance of a Non-Regular Cylindrical Network with a Zero Resistor Axis and Two Arbitrary Boundaries* (Q2980164) (← links)
- Interfacial depinning transitions in disordered media: revisiting an old puzzle (Q3301754) (← links)
- Interface propagation in fiber bundles: local, mean-field and intermediate range-dependent statistics (Q5855112) (← links)