Search Results - "Debbasch F"

On Teaching Thermodynamics

Authors: Debbasch, F.

Source: European Journal of Physics. Jan 2011 32(1):15-24.

Peer Reviewed: Y

Page Count: 10

Descriptors: Thermodynamics, Science Instruction, Scientific Principles, Geometry, College Science, Graduate Study, Energy, Chemistry

Quantum walks simulating non-commutative geometry in the Landau problem.

Authors: Debbasch, F.¹ (AUTHOR) fabrice.debbasch@gmail.com

Source: Journal of Mathematical Physics. Jun2021, Vol. 62 Issue 6, p1-9. 9p.

Discrete-time quantum walks: Continuous limit and symmetries.

Authors: di Molfetta, G. Debbasch, F.

Source: Journal of Mathematical Physics. Dec2012, Vol. 53 Issue 12, p123302. 10p.

Can Diffusions Propagate?

Authors: Debbasch, F. Espaze, D. Foulonneau, V.

Source: Journal of Statistical Physics. Oct2012, Vol. 149 Issue 1, p37-49. 13p. 4 Graphs.

Is Brownian Motion Sensitive to Geometry Fluctuations?

Authors: Chevalier, C. Debbasch, F.

Source: Journal of Statistical Physics. May2008, Vol. 131 Issue 4, p717-731. 15p.

Relativistic diffusions: A unifying approach.

Authors: Chevalier, C. Debbasch, F.

Source: Journal of Mathematical Physics. Apr2008, Vol. 49 Issue 4, p043303. 19p.

Fluctuation-dissipation theorems in an expanding universe.

Authors: Chevalier, C. Debbasch, F.

Source: Journal of Mathematical Physics. Feb2007, Vol. 48 Issue 2, p023304. 12p. 1 Graph.

An H-theorem for the general relativistic Ornstein-Uhlenbeck process.

Authors: Rigotti, M. Debbasch, F.

Source: Journal of Mathematical Physics. Oct2005, Vol. 46 Issue 10, p103303. 11p.

Mean field theory and geodesics in general relativity.

Authors: Debbasch, F.¹ fabrice.debbasch@wanadoo.fr

Source: European Physical Journal B: Condensed Matter. Jan2005, Vol. 43 Issue 1, p143-154. 12p. 1 Chart.

A diffusion process in curved space–time.

Authors: Debbasch, F.¹ fabrice.debbasch@wanadoo.fr

Source: Journal of Mathematical Physics. Jul2004, Vol. 45 Issue 7, p2744-2760. 17p.

What is a mean gravitational field?

Authors: Debbasch, F.¹ fabrice.debbasch@wanadoo.fr

Source: European Physical Journal B: Condensed Matter. Jan2004, Vol. 37 Issue 2, p257-269. 13p.

A Diffusion Equation from the Relativistic Ornstein–Uhlenbeck Process.

Authors: Debbasch, F. Rivet, J.

Source: Journal of Statistical Physics. Mar1998, Vol. 90 Issue 5/6, p1179-1199. 21p.

Hydrodynamic behavior of Brownian particles in a position-dependent constant force field.

Authors: Barbachoux, C. Debbasch, F. Rivet, J.P.

Source: Journal of Mathematical Physics. Jun99, Vol. 40 Issue 6, p2891. 18p. 4 Charts.

The Ludwig–Soret effect and stochastic processes

Authors: Debbasch, F. Rivet, J.P.

Source: Journal of Chemical Thermodynamics. Mar2011, Vol. 43 Issue 3, p300-306. 7p.

Subjects: Stochastic models, Heat transfer, Friction, Calculus of tensors, Transport theory, Thermal expansion, Fokker-Planck equation

STOCHASTIC MODELS OF THERMODIFFUSION.

Authors: Chevalier, C. Debbasch, F. Rivet, J. P.

Source: Modern Physics Letters B. 4/10/2009, Vol. 23 Issue 9, p1147-1155. 9p.

Subjects: Stochastic processes, Hydrodynamics, Wiener processes, Enskog equation, Ornstein-Uhlenbeck process

A UNIFYING APPROACH TO RELATIVISTIC DIFFUSIONS AND H-THEOREMS.

Authors: CHEVALIER, C. DEBBASCH, F.

Source: Modern Physics Letters B. 3/10/2008, Vol. 22 Issue 6, p383-392. 10p.

Subjects: Relativity (Physics), Differential equations, Properties of matter, Stochastic difference equations, Physics

VALIDATING THE DIFFUSION APPROXIMATION THROUGH CONDITIONAL ENTROPIES.

Authors: RIVET, J.-P. DEBBASCH, F.

Source: Modern Physics Letters B. 3/10/2011, Vol. 25 Issue 6, p377-383. 7p. 2 Graphs.

Subjects: Approximation theory, Entropy, Diffusion, Kinetic theory of gases, Markov processes, Stochastic processes, Quantitative research, Wiener processes

Thermal relaxation for the Relativistic Ornstein–Uhlenbeck Process

Authors: Debbasch, F. Espaze, D. Foulonneau, V. et al.

Source: Physica A. Aug2012, Vol. 391 Issue 15, p3797-3804. 8p.

Subjects: Thermal analysis, Relativistic particles, Ornstein-Uhlenbeck process, Relaxation (Gas dynamics), Numerical analysis, Spectrum analysis, Diffusion

Thermodiffusion: From kinetics to stochastics

Authors: Debbasch, F. Rivet, J.P.

Source: Physica A. May2010, Vol. 389 Issue 10, p2048-2062. 15p.

Subjects: Heat transfer, Chemical kinetics, Stochastic processes, Transport theory, Dilution, Temperature effect, Force & energy, Fokker-Planck equation

General relativistic Boltzmann equation, II: Manifestly covariant treatment

Authors: Debbasch, F. van Leeuwen, W.A.

Source: Physica A. May2009, Vol. 388 Issue 9, p1818-1834. 17p.

Subjects: Transport theory, General relativity (Physics), Distribution (Probability theory), Statistical physics, Mathematical statistics