The scaling behaviour of the percolation hull rotationally constrained site percolation on the square and triangular lattices is studied. The single cluster growth method has been used to determine the values of some critical exponents. Evidence is obtained for a scaling form of the hull-size distribution function
In this paper, the percolation of (a) linear segments of size k and(b) k-mers of different structure...
Abstract. Exact recurrence relations are obtained for the length and size distributions of compact d...
We consider a critical Bernoulli site percolation on the uniform infinite planar triangulation. We s...
Percolation under rotational constraint is studied on the square and triangular lattices by three di...
A percolation model, spiral percolation, in which a rotational constraint is operative is studied by...
A new site percolation model, directed spiral percolation (DSP), under both directional and rotation...
The properties of the hulls of directed percolation clusters are studied. The scaling and finite-siz...
ABSTRACT. We review some of the recent progress on the scaling limit of two-dimensional critical per...
We derive scaling laws for the percolation properties of an elongated lattice, i.e., those with dime...
Shifting of percolation threshold of an elongated lattice towards higher values is shown by the stat...
We show that for critical site percolation on the triangular lattice two new observables have confor...
Directed spiral percolation (DSP), percolation under both directional and rotational constraints, is...
For percolating systems, we propose a universal exponent relation connecting the leading corrections...
We examine the percolation model on ℤd by an approach involving lattice animals and their surface-ar...
The critical exponent of the total number of finite clusters α is calculated directly without using ...
In this paper, the percolation of (a) linear segments of size k and(b) k-mers of different structure...
Abstract. Exact recurrence relations are obtained for the length and size distributions of compact d...
We consider a critical Bernoulli site percolation on the uniform infinite planar triangulation. We s...
Percolation under rotational constraint is studied on the square and triangular lattices by three di...
A percolation model, spiral percolation, in which a rotational constraint is operative is studied by...
A new site percolation model, directed spiral percolation (DSP), under both directional and rotation...
The properties of the hulls of directed percolation clusters are studied. The scaling and finite-siz...
ABSTRACT. We review some of the recent progress on the scaling limit of two-dimensional critical per...
We derive scaling laws for the percolation properties of an elongated lattice, i.e., those with dime...
Shifting of percolation threshold of an elongated lattice towards higher values is shown by the stat...
We show that for critical site percolation on the triangular lattice two new observables have confor...
Directed spiral percolation (DSP), percolation under both directional and rotational constraints, is...
For percolating systems, we propose a universal exponent relation connecting the leading corrections...
We examine the percolation model on ℤd by an approach involving lattice animals and their surface-ar...
The critical exponent of the total number of finite clusters α is calculated directly without using ...
In this paper, the percolation of (a) linear segments of size k and(b) k-mers of different structure...
Abstract. Exact recurrence relations are obtained for the length and size distributions of compact d...
We consider a critical Bernoulli site percolation on the uniform infinite planar triangulation. We s...
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