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Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 2004-11, Vol.70 (5 Pt 2), p.055102-055102, Article 055102

2004

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On the nonextensivity of entropy of the weakly interacting Bose systems

Physica A, 1999-12, Vol.274 (3), p.563-571

Márkus, Ferenc

1999

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Onsager's regression and the field theory of parabolic transport processes

Physica A, 2003-03, Vol.320, p.193-203

2003

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Q-boson system below the critical temperature

Physica A, 2001-04, Vol.293 (3), p.533-539

2001

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Can a Lorentz Invariant Equation Describe Thermal Energy Propagation Problems?

Márkus, Ferenc

2011

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Size dependent thermal conductivity in nano-systems

Non-Fickian particle diffusion in confined plasmas and the transition from diffusive transport to density waves propagation

Size scaling effects on the particle density fluctuations in confined plasmas

A possible dynamical phase transition between the dissipative and the non-dissipative solutions of a thermal process

Wheeler Propagator of the Lorentz Invariant Thermal Energy Propagation

Heating Causes Nonlinear Microwave Absorption Anomaly in Single‐Walled Carbon Nanotubes

A simple mechanical model to demonstrate a dynamical phase transition

Non-Fickian particle diffusion in confined plasmas and the transitionfrom diffusive transport to density waves propagation

Size scaling effects on the particle density fluctuationsin confined plasmas

Derivation of the upper limit of temperature from the field theory of thermodynamics

On the nonextensivity of entropy of the weakly interacting Bose systems

Onsager's regression and the field theory of parabolic transport processes

Q-boson system below the critical temperature

Can a Lorentz Invariant Equation Describe Thermal Energy Propagation Problems?

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