Add to ORKGarXiv:cond-mat/9602081Using 20 months of CPU time on our special purpose computer "Percola" we determined the exponent for the normal conductivity at the threshold of three-dimensional site and bond percolation. The extrapolation analysis taking into account the first correction to scaling gives a value of $t/\nu$ $= 2.26\pm$0.04 and a correction exponent $\omega$ around 1.4
We have studied the bond percolation problem of 3D anisotropic networks characterized by the anisotr...
An analytical method to compute the site percolation threshold is introduced. This method yields an...
We present a reanalysis of the renormalization-group calculation to first order in ε=6−d, where d is...
arXiv:cond-mat/9602081Using 20 months of CPU time on our special purpose computer "Percola" we deter...
When we apply finite-size-scaling analysis to Monte-Carlo calculations of the electrical conductivit...
We present detailed description of a computer method for the calculation of the conductivity of inh...
For very long bars of size n x n x L, with L >> n, and n up to 18, we calculate the conductivity of...
We measured the complex dielectric constant of a percolative metal-insulator system below pc, in two...
We use low-density series expansions to calculate critical exponents for the behavior of random resi...
We simulate the bond and site percolation models on the simple-cubic lattice with linear sizes up to...
This thesis is a research project under Prof. Frank G. Karioris and Dr. Kenneth S. Mendelson to inve...
AbstractWe summarize several decades of work in finding values for the percolation threshold pc for ...
In this thesis a detailed discussion of the topic percolation theory in squared lattices in two dime...
A scaling analysis introduced by Halperin, Feng and Sen to estimate critical exponents for the elect...
This thesis is a research project under Dr. Kenneth S. Mendelson and Mr. Frank G. Karioris aiming to...
We have studied the bond percolation problem of 3D anisotropic networks characterized by the anisotr...
An analytical method to compute the site percolation threshold is introduced. This method yields an...
We present a reanalysis of the renormalization-group calculation to first order in ε=6−d, where d is...
arXiv:cond-mat/9602081Using 20 months of CPU time on our special purpose computer "Percola" we deter...
When we apply finite-size-scaling analysis to Monte-Carlo calculations of the electrical conductivit...
We present detailed description of a computer method for the calculation of the conductivity of inh...
For very long bars of size n x n x L, with L >> n, and n up to 18, we calculate the conductivity of...
We measured the complex dielectric constant of a percolative metal-insulator system below pc, in two...
We use low-density series expansions to calculate critical exponents for the behavior of random resi...
We simulate the bond and site percolation models on the simple-cubic lattice with linear sizes up to...
This thesis is a research project under Prof. Frank G. Karioris and Dr. Kenneth S. Mendelson to inve...
AbstractWe summarize several decades of work in finding values for the percolation threshold pc for ...
In this thesis a detailed discussion of the topic percolation theory in squared lattices in two dime...
A scaling analysis introduced by Halperin, Feng and Sen to estimate critical exponents for the elect...
This thesis is a research project under Dr. Kenneth S. Mendelson and Mr. Frank G. Karioris aiming to...
We have studied the bond percolation problem of 3D anisotropic networks characterized by the anisotr...
An analytical method to compute the site percolation threshold is introduced. This method yields an...
We present a reanalysis of the renormalization-group calculation to first order in ε=6−d, where d is...