Articles dans des revues avec comité de lecture (23)
13.
Wallenborn, J., & Baus, M. (1978). Kinetic theory of the shear viscosity of a strongly coupled classical one-component plasma. Physical review. A, Atomic, Molecular, and Optical Physics, 18(4), 1737-1747. doi:10.1103/PhysRevA.18.1737
14.
Baus, M., & Wallenborn, J. (1977). Long-time behaviour of the non-local shear viscosity of a one-component plasma: A microscopic approach. Journal of Statistical Physics, 16, 91-111.
15.
Wallenborn, J., & Baus, M. (1977). One the shear viscosity of a strongly coupled one-component plasma. Physics letters. A, 61(1), 35-36.
16.
Baus, M., & Wallenborn, J. (1977). Long-time behavior of the nonlocal shear viscosity of a one-component plasma: A microscopic approach. Journal of statistical physics, 16(1), 91-111. doi:10.1007/BF01014607
17.
Baus, M., & Wallenborn, J. (1975). Long-time tails in a one-component plasma. Physics letters. A, 55(2), 90.
18.
Clavin, P., & Wallenborn, J. (1972). Description des systèmes homogènes classiques en termes de particules habillées. II. Application au plasma de debye. Physica, 61(4), 539-565.
19.
Clavin, P., & Wallenborn, J. (1972). Description des systèmes homogènes classiques en termes de particules habillées. I. Théorie générale formulée en distributions réduites. Physica, 61(1), 23-52. doi:10.1016/0031-8914(72)90032-8
20.
Balescu, R., & Wallenborn, J. (1971). On the structure of the time-evolution process in many-body systems. Physica, 54(4), 477-503.
21.
Balescu, R., Brenig, L., & Wallenborn, J. (1971). Subdynamics of constrained many-body systems and the theory of transport coefficients. Physica, 52(1), 29-44.
22.
Nicolis, G., Wallenborn, J., & Velarde, M. G. (1969). On the validity of Gibbs entropy law in strongly coupled systems. Physica, 43(2), 263-276. doi:10.1016/0031-8914(69)90006-8
23.
Velarde, M. G., & Wallenborn, J. (1968). On the domain of validity of Gibbs' entropy law. Physics letters. A, 26(12), 584-585.
Thèses et mémoires (1)
1.
Wallenborn, J. (1972). Description des systèmes classiques en termes de particules habillées (Thèse doctorale non-publiée). Université libre de Bruxelles, Faculté des sciences, Bruxelles.