Mathematical models & methods in applied sciences: M3AS

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  Año 2006, Número 7

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    MODELING TUMOR IMMUNOLOGY

    P.-L. Lollini

    págs. 1091-1124

    
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    EXISTENCE OF A SOLUTION TO THE CELL DIVISION EIGENPROBLEM

    P. Michel

    págs. 1125-1154

    
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    LONG-RANGE PREDICTABILITY IN MODELS OF CELL POPULATIONS SUBJECTED TO PHASE-SPECIFIC DRUGS: GROWTH-RATE APPROXIMATION USING PROPERTIES OF POSITIVE COMPACT OPERATORS

    Y. Kheifetz

    págs. 1155-1172

    
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    MODEL HIERARCHIES FOR CELL AGGREGATION BY CHEMOTAXIS

    F. Chalub, Y. Dolak-Struss

    págs. 1173-1198

    
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    From the physical laws of tumor growth to modelling cancer processes.

    A. Bru, M. A. Herrero

    págs. 1199-1218

    
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    MODELLING THE RESPONSE OF VASCULAR TUMOURS TO CHEMOTHERAPY: A MULTISCALE APPROACH

    H. M. Byrne, T. Alarcon, M. R. Owen

    págs. 1219-1241