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6. Feasibility study of extended range atmospheric prediction through time average Lorenz attractor.
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7. Chaos and Peak-to-Peak Dynamics in a Plankton-Fish Model
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8. Integrals of motion and the shape of the attractor for the Lorenz model.
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9. Spatial Chaotic Structure of Attractors of Reaction-Diffusion Systems  
   V. Afraimovich, A. Babin, S.-N. Chow  
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10. Bifurcation Structure of Lorenz-Type Five-Equation Model in Thermal Convection.
    Ilda, Sei-ichi; Ogawara, Kakuji
    JSME international journal. Series II, Fluids engineering, heat transfer, power, combustion, thermophysical properties, 1996, vol. 39, no. 1, pp. 36, Ingenta.  
11. On the Strange Attractor and Transverse Homoclinic Orbits for the Lorenz Equations
    H. Spreuer, E. Adams
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12. Nonlinear Forecasting of Non-Uniform Chaotic Attractors in an Enzyme Reaction  
    L. F. Olsen, K. R. Valeur, T. Geest, C. W. Tidd, W. M. Schaffer  
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    Jibin Li, Jianming Zhang  
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17. Dissipative hydrodynamic oscillators. VII. The two-component Lorenz model as a Duffing oscillator, and integrability.
    Sanjuán, M. A. F.; Valero, J. L.; Velarde, M. G.
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18. Attractor properties of laser dynamics: a comparison of NH3-laser emission with the Lorenz model.
    Li, M.Y.; Win, T.; Weiss, C.O.
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19. A Note on the Differential Equations of Gleick-Lorenz  
    Morris W. Hirsch  
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    Celso Grebogi, Edward Ott, James A. Yorke  
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21. Lorenz cross sections of the chaotic attractor of the double rotor.
    Kostelich, Eric J.; Yorke, James A.
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22. Strange Attractors of Uniform Flows  
    Ittai Kan  
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23. On the Nature of the Torus in the Complex Lorenz Equations  
    A. C. Fowler, M. J. McGuinness  
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24. Intermediate model solutions to the Lorenz equations: strange attractors and other phenomena.
    Gent, Peter R.; McWilliams, James C.
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    Haken, H.; Wunderlin, A.
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28. Computer pictures of the Lorenz attractor.
    Lanford, Oscar E., III
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(c) John H. Mathews 2004