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The Classical and Superconductive (Rigid) Percolation Models

Physica status solidi. B. Basic research, 2002-03, Vol.230 (1), p.263-266

Skal, A.S.

2002

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Superlocalization of Waves and Electrons in Hopping Conductivity

Physica status solidi. B. Basic research, 2002-03, Vol.230 (1), p.259-262

Skal, A.S.

2002

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A new characterization of three-dimensional conductivity backbone above and below the percolation threshold

Solid state communications, 1996, Vol.99 (5), p.341-345

Skal, Asya S.

1996

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Superlocalization of waves and electrons and hopping conductivity on classical and superconductive fractals

Chaos, solitons and fractals, 2001-09, Vol.12 (11), p.2095-2102

Skal, A.S.

2001

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Conductivity in undoped and doped molecular solid films of metallophthalocyanines

Journal of applied physics, 1991-03, Vol.69 (6), p.3670-3675

1991

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Conductivity in a magnetic field and elasticity of disordered systems

Solid state communications, 1995-11, Vol.96 (6), p.411-415

Skal, Asya S.

1995

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Recurrence formula for the conductivity of disordered systems in a magnetic field

Physics letters. A, 1993-11, Vol.182 (1), p.157-160

SKAL, A. S

1993

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Percolation and anisotropic conductivity, the Hall effect and thermopower in disordered systems

Journal of physics. C, Solid state physics, 1987-01, Vol.20 (2), p.245-259

Skal, A S

1987

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Percolation and critical behaviour of kinetic coefficients

Journal of physics. C, Solid state physics, 1985-06, Vol.18 (18), p.3483-3495

Skal, A S

1985

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Percolation theory and transport coefficients in disordered systems

Philosophical magazine. B, Physics of condensed matter. Structural, electronic, optical, and magnetic properties., 1982-03, Vol.45 (3), p.323-333

1982

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The scalar and vector percolation

Chaos, solitons and fractals, 2002-09, Vol.14 (5), p.705-713

Skal, Asya S.

2002

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Percolation approach to the anisotropy factor in an unsaturated porous medium

Transport in porous media, 2006-04, Vol.63 (1), p.91-98

2006

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Equivalence between the fundamental equations of elasticity and conductivity in a magnetic field

Proceedings of the Royal Society. A, Mathematical, physical, and engineering sciences, 2002-09, Vol.458 (2025), p.2099-2117

Skal, Asya S.

2002

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A vector percolation modeling of oil–gas relative permeabilities

Chaos, solitons and fractals, 2003-03, Vol.15 (5), p.937-946

2003

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The dynamic critical exponents for percolating ferromagnets and antiferromagnets

Chaos, solitons and fractals, 2000-11, Vol.11 (14), p.2273-2279

Skal, Asya S.

2000

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Surgical ablation, left atrial appendage occlusion or both? Nationwide registry analysis of cardiac surgery patients with underlying atrial fibrillation

European journal of cardio-thoracic surgery, 2024-03, Vol.65 (3)

2024

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On the theory of basal plane thermal conductivity of graphite

Carbon (New York), 1971-01, Vol.9 (6), p.711-714

1971

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Equivalence in Mapping of Conductivity, Elasticity and Diffusion Equations Appears or Disappears

Modern physics letters. B, Condensed matter physics, statistical physics, applied physics, 1998-12, Vol.12 (29n30), p.1227-1235

Skal, Asya S.

1998

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Fractons with Scalar and Vector Interactions and Two Scaling Relations between the Static and Dynamic Critical Exponents

Modern physics letters. B, Condensed matter physics, statistical physics, applied physics, 1998-05, Vol.12 (12), p.467-474

Skal, Asya S.

1998

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The Alexander–Orbach Conjecture is Corrected

Modern physics letters. B, Condensed matter physics, statistical physics, applied physics, 1997-12, Vol.11 (28), p.1205-1214

Skal, Asya S.

1997

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Differences Between Classical and Superconductive Percolation Fractals

Modern physics letters. B, Condensed matter physics, statistical physics, applied physics, 1998-08, Vol.12 (18), p.727-734

Skal, Asya S.

1998

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Percolation in semiconductors with disordered regions: Electrical conductivity and hall coefficient

Radiation effects, 1982-01, Vol.66 (3-4), p.167-172

1982

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A Nucleation Process Drives the Percolation Transition

Modern physics letters. B, Condensed matter physics, statistical physics, applied physics, 1997-02, Vol.11 (5), p.179-187

Skal, Asya S.

1997

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Topology of a two-component disordered system below and above the percolation threshold

Philosophical magazine (Abingdon, England), 1982-03, Vol.45 pt.B, p.335-346

Skal, A S

1982

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THE RECURRENT EQUATIONS AND THEIR SOLUTIONS FOR KINETIC COEFFICIENTS OF DISORDERED SYSTEMS

Modern physics letters. B, Condensed matter physics, statistical physics, applied physics, 1995-12, Vol.9 (30), p.1899-1905

SKAL, ASYA S.

1995

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The Classical and Superconductive (Rigid) Percolation Models

Superlocalization of Waves and Electrons in Hopping Conductivity

A new characterization of three-dimensional conductivity backbone above and below the percolation threshold

Superlocalization of waves and electrons and hopping conductivity on classical and superconductive fractals

Conductivity in undoped and doped molecular solid films of metallophthalocyanines

Conductivity in a magnetic field and elasticity of disordered systems

Recurrence formula for the conductivity of disordered systems in a magnetic field

Percolation and anisotropic conductivity, the Hall effect and thermopower in disordered systems

Percolation and critical behaviour of kinetic coefficients

Percolation theory and transport coefficients in disordered systems

The scalar and vector percolation

Percolation approach to the anisotropy factor in an unsaturated porous medium

Equivalence between the fundamental equations of elasticity and conductivity in a magnetic field

A vector percolation modeling of oil–gas relative permeabilities

The dynamic critical exponents for percolating ferromagnets and antiferromagnets

Surgical ablation, left atrial appendage occlusion or both? Nationwide registry analysis of cardiac surgery patients with underlying atrial fibrillation

On the theory of basal plane thermal conductivity of graphite

Equivalence in Mapping of Conductivity, Elasticity and Diffusion Equations Appears or Disappears

Fractons with Scalar and Vector Interactions and Two Scaling Relations between the Static and Dynamic Critical Exponents

The Alexander–Orbach Conjecture is Corrected

Differences Between Classical and Superconductive Percolation Fractals

Percolation in semiconductors with disordered regions: Electrical conductivity and hall coefficient

A Nucleation Process Drives the Percolation Transition

Topology of a two-component disordered system below and above the percolation threshold

THE RECURRENT EQUATIONS AND THEIR SOLUTIONS FOR KINETIC COEFFICIENTS OF DISORDERED SYSTEMS

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