[1] | R. Ya_a . A study of Di_erential Equation modelling malignant tumor cells in competition with immune system. International Journal of Biomathematics, Volume: 4, Issue: 2(2011) pp. 185-206. |
[2] | R. Ya_a and H.Talibi, Qualitative properties for traveling wave solutions predator prey model with diffusion. Proceeding of SM2A 28-30 Juin 2010 pp 127-133 (2010). |
[3] | R. Ya_a The e_ect of time delay and Hopf Bifurcation in a Tumor-Immune System Competition model with negative immune response, journal Applicationes mathematics Vol. 36 pp. 349-364 (2009). |
[4] | R. Ya_a Dynamics and numerical simulations in a production and development of red blood cells model with one delay, Communications in Nonlinear Science and Numerical Simulation, Vol.14, 582-592 (2009). |
[5] | R. Ya_a Contribution à l'Etude de la Bifurcation de Hopf dans le Cadre des Equations Di_érentielles à Retard, Application à un Probleme en Dynamique de Population, Applied Sciences (APPS), Geometry Balkan Press, 2008, ISSN 1454-511X. |
[6] | R. Ya_a, F. El Adnani and H. Talibi Limit cycle and numerical similations for small and large delays in a predatorprey model with modi_ed Leslie-Gower and Holling-type II scheme, Nonlinear Analysis: Real World Applications Vol.9, 2055-2067 (2008). |
[7] | R. Ya_a Dynamics, Hopf Bifurcation and Stability Analysis in a Tumor-Immune System Competition Model with one delay, First Hispano-Moroccan Days on Applied Mathematics and Statistics (HMAMS) December 17-19, 2008. Proceeding HMAMS 2008, Monography of the Universidad Rey Juan Carlos pp 204-214 (2008). |
[8] | R. Ya_a Dynamics and numerical simulations in a production and development of red blood cells model with one delay, International Journal of Tomography and Statistics, Vol. 10, No. F08; pp 114-124 (2008). |
[9] | R. Ya_a Hopf bifurcation in di_erential equations with delay for tumor-immune system competition model, SIAM J. Appl. Math. Vol. 67, No. 6, pp. 1693-1703 (2007). |
[10] | R. Ya_a, H. Talibi and M. A. Aziz Alaoui Dynamics and Hopf Bifurcation Analysis In a Delayed Haematopoietic Stem Cells Model, Arab Journal of Mathematics and Mathematical Sciences. Vol. 1, No. 1, pp. 35-49 (2007). |
[11] | R. Ya_a Hopf bifurcation analysis and numerical simulations in an ODE model of the immune system with positive immune response, Nonlinear Analysis: Real World Applications 8, pp 1359-1369 (2007). |
[12] | R. Ya_a and H. Talibi Stability and Hopf bifurcation in approchoable Heamatopoietic Stem Cells Model Mathematical Biosciences 206, pp 176-184 (2007). |
[13] | R. Ya_a, F. El Adnani and H. Talibi Stability of limit cycle in a predator-prey model with modi_ed Leslie-Gower and Holling-type II schemes with time delay. Applied Mathematical Sciences, Vol. 1, no. 3, pp 119-131 (2007). |
[14] | R. Ya_a and H. Talibi Supercritical hopf bifurcation in delay di_erential equations, an elementary proof of exchange of stability. Facta Universitatis (NIS) Ser. Math. Inform., Vol 22 N., 1 pp 21-32 (2007). |
[15] | R. Ya_a Hopf Bifurcation in a Delayed Model for Tumor-Immune System Competition with negative immune response, Discrete Dynamics in Nature and Society, Volume 2006, Article ID 95296, pages 1-9. |
[16] | R. Ya_a Stability of Limit Cycle in a Delayed Model for Tumor-Immune System Competition with negative immune response, Discrete Dynamics in Nature and Society, Volume 2006, Article ID 58463, pages 1-13. |
[17] | R. Ya_a Dynamics Analysis and Limit Cycle in a Delayed Model for Tumor Growth with Quiescence, Nonlinear Analysis: modelling and control, Vol.11, No. 1, pp.95-110. |
[18] | R. Ya_a Periodic solutions for small and large in a tumor-immune system model, International Conference on Nonlinear Analysis, Electronic Journal of Di_erential Equations: Conference 14, pp. 241-248 (2006). |
[19] | R. Ya_a and H. Talibi Stability and Hopf bifurcation in Heamatopoietic Stem Cells Model, Electronic Journal of Di_erential Equations: Conference 11, pp. 167-173 (2004). |
[20] | R. Ya_a and H. Talibi An Elementary Proof of Exchange of Stability in Delay Di_erential Equations, 1er Colloque sur la Modélisation et Simulation Numérique en Mécanique, Ing énierie et Exploitation (CMSNM'2004) F. S. T. Settat 1-2 Décembre 2004. Proceeding of CMSNM, R41, pp 10 (2004). |
[21] | Hopf bifurcation in di_erential equations with delay for tumor-immune system competition model, Appl. Math. Vol. 67, No. 6, pp. 1693-1703 (2007), SIAM. 20 most downloaded articles March 2008. |
[22] | Stability and Hopf bifurcation in Heamatopoietic Stem Cells Model, Math. Biosci., Publication la plus populaire : ce papier était selectionné le plus populaire dans la date 01/06/06 par l'organisation ion channel media group, voir site web http://www.ionchannels.org. |
[23] | Stability and Hopf bifurcation in Heamatopoietic Stem Cells Model, Math. Biosci. Ce papier a été selectionné parmis Top 25 Hottest Articles dans la période April-June 2007 (ScienceDirect). |
[24] | Hopf bifurcation analysis and numerical simulations in an ODE model of the immune system with positive immune response, Nonlinear Analysis: Real World Applications 8 (2007) 1359-1369. Ce papier a été selectionné parmis Top 25 Hottest Articles dans les périodes juillet-septembre 2007 et octoberdecembre 2007 (ScienceDirect). |
[25] | Contribution à l'Etude de la Bifurcation de Hopf dans le Cadre des Equations Di_érentielles à Retard, Application à un Problème en Dynamique de Population, score 100 par The Collection of Computer Science Bibliographies. |
[26] | Periodic solutions for small and large delays in a tumor-immune system model, Texas State University, Department of Mathematics, 2006 score 100 par The Collection of Computer Science Bibliographies. |
[27] | Hopf Bifurcation in Di_erential Equations with Delay for Tumor-Immune System Competition Model, SIAM Journal of Applied Mathematics, 67(6), pp. 1693-1703, 2007, score 86 par The Collection of Computer Science Bibliographies. |
[28] | Hopf bifurcation in a delayed model for tumor-immune system competition with negative immune response, Hindawi Publishing Corporation, 2006, score 86 par The Collection of Computer Science Bibliographies. |
[29] | Stability of limit cycle in a delayed model for tumor immune system competition with negative immune response, Hindawi Publishing Corporation, 2006, score 86 par The Collection of Computer Science Bibliographies. |