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Conductivity exponent and backbone dimension in 2-d percolation
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title
Conductivity exponent and backbone dimension in 2-d percolation
(English)
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author name string
Peter Grassberger
series ordinal
1
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publication date
January 1999
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published in
Physica A
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volume
262
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issue
3-4
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page(s)
251-263
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cites work
Spreading and backbone dimensions of 2D percolation
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Density of states on fractals : « fractons »
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Monte Carlo simulations: Hidden errors from ‘‘good’’ random number generators
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Spanning probability in 2D percolation
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Low-temperature thermodynamic study of the XY model using a self-consistent harmonic approximation
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Highly efficient algorithm for percolative transport studies in two dimensions.
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Backbone and elastic backbone of percolation clusters obtained by the new method of 'burning'
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A precise characterization of three-dimensional percolating backbones
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Depth-First Search and Linear Graph Algorithms
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Corrections to finite-size-scaling laws and convergence of transfer-matrix methods.
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Numerical studies of critical percolation in three dimensions
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Topological proof for the Alexander-Orbach conjecture
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Ziff replies
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Identifiers
DOI
10.1016/S0378-4371(98)00435-X
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arXiv ID
cond-mat/9808095
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