Articles dans des revues avec comité de lecture (272)
249.
Nicolis, G. (1969). Des relations d'Onsager aux structures dissipatives. Sciences, 8.
250.
Nicolis, G., & Babloyantz, A. (1969). Fluctuations in open systems. The Journal of Chemical Physics, 51(6), 2632. doi:10.1063/1.1672388
251.
Babloyantz, A., & Nicolis, G. (1969). On the theory of fluctuations in continuum systems. Journal of Statistical Physics, 1(4), 563-570. doi:10.1007/BF01024131
252.
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
253.
Palyvos, J. J., Davis, T. H., Misguich, J., & Nicolis, G. (1968). Application of the prigogine-nicolis-misguich theory of transport. The Journal of Chemical Physics, 49(9), 4088-4095.
254.
Nicolis, G., Rice, S., & Jortner, J. (1968). Optical model calculation of the electronic states of mixed disordered systems. The Journal of Chemical Physics, 48(8), 3544-3551.
255.
Nicolis, G., Rice, S. A., & Jortner, J. (1968). Optical model calculation of the electronic states of mixed discordered systems. The Journal of Chemical Physics, 48(8), 3544. doi:10.1063/1.1669648
256.
Rice, S. A., Nicolis, G., & Jortner, J. (1968). Theory of excitons in liquids.: IV. A simplified treatment of the shift and damping of polarization waves. The Journal of Chemical Physics, 48(6), 2484. doi:10.1063/1.1669472
257.
Misguich, J. H., Nicolis, G., Palyvos, J., & Davis, H. (1968). Local equilibrium evaluation of thermal transport coefficients. The Journal of Chemical Physics, 48(2), 951. doi:10.1063/1.1668750
258.
Nicolis, G., Misguich, J. H., Dragonnier, R., & Boon, J.-P. (1968). Statistical mechanical theories of liquid transport. Applied Mechanics Reviews, 21(3), 215-229.
259.
Palyvos, J., Davis, H., Misguich, J. H., & Nicolis, G. (1968). Applications of the Prigogine-Nicolis-Misguish theory of transport. The Journal of Chemical Physics, 49(9), 4088. doi:10.1063/1.1670721
260.
Nicolis, G., & Sels, P. (1967). Variational study of the runaway instability in a two-component plasma. Physics of fluids, 10(2), 414-417.