Articles dans des revues avec comité de lecture (51)
  1. 24. Dubois, P., Andris, F., Shapiro, R. A., Gilliland, L. K., Kaufman, M., Urbain, J., Ledbetter, J. A., & Leo, O. (1994). T cell long-term hyporesponsiveness follows antigen receptor engagement and results from defective signal transduction. European Journal of Immunology, 24(2), 348-354. doi:10.1002/eji.1830240212
  2. 25. Kaufman, M., & Stauffer, D. (1993). A dilute bootstrap percolation: Lattice model for unresponsiveness in T-cell immunology. Journal of statistical physics, 73(5-6), 843-851. doi:10.1007/BF01052812
  3. 26. Almirantis, Y., & Kaufman, M. (1992). Numerical Study of Travelling Waves in a Reaction - Diffusion System: Response to a Spatio-Temporal Forcing. International journal of bifurcation and chaos in applied sciences and engineering,(2), 51-60.
  4. 27. Andris, F., Van Mechelen, M., Legrand, N., Dubois, P., Kaufman, M., Urbain, J., & Leo, O. (1991). Induction of long-term but reversible unresponsiveness after activation of murine T cell hybridomas. International immunology, 3(6), 609-616. doi:10.1093/intimm/3.6.609
  5. 28. Marmillot, P., & Kaufman, M. (1991). Multiple Steady States and Dissipative Structures in a Circular and Linear Array of Three Cells: Numerical and Experimental Approach. The Journal of Chemical Physics,(95), 1206-1214.
  6. 29. Kaufman, M. (1987). Multiple Steady States and their Role in the Dynamics of Antibody Production. Annals of the New York Academy of Sciences, 504, 291-292. doi:10.1111/j.1749-6632.1987.tb48744.x
  7. 30. Kaufman, M., & Thomas, R. (1987). Model analysis of the bases of multistationarity in the humoral immune response. Journal of theoretical biology, 129, 141-162.
  8. 31. Kaufman, M., Urbain, J., & Thomas, R. (1985). Towards a logical analysis of the immune response. Journal of theoretical biology, 114(4), 527-561. doi:10.1016/s0022-5193(85)80042-4
  9. 32. Erneux, T., & Kaufman, M. (1979). The bifurcation diagram of a model chemical reaction-II. Two dimensional time-periodic patterns. The Bulletin of Mathematical Biophysics, 41(6), 767-790. doi:10.1007/BF02462375
  10. 33. Kaufman, M., & Erneux, T. (1979). The Bifurcation Diagram of Model Chemical Reactions. Annals of the New York Academy of Sciences, 316, 296-313. doi:10.1111/j.1749-6632.1979.tb29476.x
  11. 34. Erneux, T., & Kaufman, M. (1979). Bifurcation Diagram of a Model Chemical Reaction II. Two dimensional time periodic. Bulletin of mathematical biology, 41(6), 767-790.
  12. 35. Kaufman, M., & Erneux, T. (1979). Bifurcation Diagram of Model Chemical Reactions. Springer series in synergetics, 3, 19-21.
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