Laboratoire de Mathématiques Pures et Appliquées (LMPA)
Laboratoire MPA
Publications internationales
[1] Mokhtari, H, Rahmani, L. Asymptotic modeling of the behavior of a reinforced plate governed by a full von Karman thermo-elastic system with nonlinear thermal coupling. Ann Univ Ferrara (2021). [Lien]
[2] Hanifa Mokhtari; Leila Rahmani. « Mathematical modeling of the effect of an insulating stiffener on a nonlinear thermo-elastic plate ». Journal of Mathematical Modeling, 2021, 1-21. doi: 10.22124/jmm.2021.18895.1616. [Lien]
[3] Khadidja Chaib Draa, Ali Zemouche, Fazia Bedouhene, Rajesh Rajamani, Yan Wang, Hamid Reza Karimi, Taous-Meriem Laleg, ”Finite-Time Estimation Algorithms for LPV Discrete-Time Systems with Application to Output Feedback Stabilization.” Automatica, Volume 125, 2021, 109436. [Lien]
[4] Angelo Alessandri, Fazia Bedouhene, Dyhia Bouhadjra, Ali Zemouche, & Patrizia Bagnerini, ”Observer-based control for a class of hybrid linear and nonlinear systems”, Discrete & Continuous Dynamical Systems – S, 14.4 (2021): 1213. (Type A). [Lien]
[5] AKEB Tassadit, CHALLALI Nordine et MELLAH Omar, Almost periodic solutions in distribution to affine stochastic differential equations driven by a fractional Brownian motion. Mediterranean journal of Mathematics. Springer. 2021 (Accepté)
[6] Ali Bouzekri & Mourad Sini, (2021, June). Mesoscale Approximation of the Electromagnetic Fields. In Annales Henri Poincaré (Vol. 22, No. 6, pp. 1979-2028). Springer International Publishing. (Type A) [Lien]
[7] Faïrouz Afroun, Djamil Aïssani, Djamel Hamadouche, Nonparametric approximation of the characteristics of the D/G/1 queue with finite capacity. International Journal of Computing Science and Mathematics. Accepté. 2021. [Lien]
[1] Abdelghani HAMAZ, Belkais ALTENDJI, Least square estimator of the parameter of AR-ARCH model in the presence of missing data, March 2021. International Journal of Applied Mathematics and Statistics 60 (1). [Lien]
[2] Arezki, Ouerdia, & Hamaz, Abdelghani (2020). On linear prediction for stationary random fields with nonsymmetrical half-plane past. Communications in Statistics-Theory and Methods, 1-12. (Type A). Lien [Lien]
[3] Hamaz, Abdelghani, & Ibazizen, Mohamed (2020). An optimal prediction in stationary random fields based on a new interpolation approach. Communications in Statistics-Simulation and Computation, 1-13. (Type A). [Lien]
[4] Hamaz, A., Arezki, O., & Achemine, F. (2020). Impact of missing data on the prediction of random fields. Journal of Applied Statistics, 47(1), 132-149. (Type A). [Lien]
[5] Fazia Bedouhene, Islam Boussaada, Silviu-Iulian Niculescu, ” Real spectral values coexistence and their effect on the stability of time-delay systems : Vandermonde matrices and exponential decay. Comptes Rendus. Mathématique, Tome 358 (2020) no. 9-10, pp. 1011-1032. (Type A). [Lien]
[6] Hasni Arezki, Ali Zemouche, Fazia Bedouhene, & Angelo Alessandri « State observer design method for a class of non-linear systems, » in IET Control Theory & Applications, vol. 14, no. 12, pp. 1648-1655, 13/ 8/ 2020. (Type A). [Lien]
[7] Fazia Bedouhene, Djabri, Y. & Boulahia, F. Ergodicity in Stepanov-Orlicz spaces. Ann. Funct. Anal. 11, 137–153 (2020). (Type A). [Lien]
[8] Bedouhene, Kahina, and Nabil Zougab. « A Bayesian procedure for bandwidth selection in circular kernel density estimation. » Monte Carlo Methods and Applications1 (2020): 69-82. (Type B). [Lien]
[9] Fazia Bedouhene, Yousra Djabri, Fatiha Boulahia, ”Further properties of Stepanov-Orlicz almost periodic functions”. Comment. Math. Univ. Carolin. 61,3 (2020) 363-382 (2020). (Type B). [Lien]
[10] Boualam Karima and Berkoun Youcef (February 26th 2020). Asymptotic Normality of Hill’s Estimator under Weak Dependence, Statistical Methodologies, Jan Peter Hessling, IntechOpen, DOI: 10.5772/intechopen.84555. (Chapitre d’ouvrage). [Lien]
[1] Hamaz, Abdelghani (2019). Prediction of random fields with incomplete quarter-plane past. Communications in Statistics-Theory and Methods, 48(11), 2707-2716. (Type A). [Lien]
[2] Abdelghani Hamaz, KC Draa, F. Bedouhene, A Zemouche, R Rajamani Observer design of descriptor nonlinear system with nonlinear outputs by using W1,2-optimality criterion. Journal of the Franklin Institute. Volume 356, Issue 6, April 2019, Pages 3531-3553. IF=4.036 (Type A). [Lien]
[3] Kahina Bedouhene & Nabil Zougab (2019) Nonparametric multiplicative bias correction for von Mises kernel circular density estimator, Communications in Statistics-Simulation and Computation, (Type A). [Lien].
[4] Cherifa Bennani, Fazia Bedouhene, Hamza Bibi, Ali Zemouche, Rajesh Rajamani, Khadidja Chaib-Draa & Abdel Aitouche. Robust H∞ Observer-based Stabilization of Linear Discrete-time Systems with Parameter Uncertainties. Int. J. Control Autom. Syst. 17, 2261–2273 (2019). (Type A). [Lien]
[5] Bouzekri, Ali, and Mourad Sini. « The Foldy–Lax approximation for the full electromagnetic scattering by small conductive bodies of arbitrary shapes. » Multiscale Modeling & Simulation1 (2019): 344-398. (Type A). [Lien]
[6] Fetima Ladjimi , Marc Peigné. On the asymptotic behavior of the Diaconis-Freedman chain on [0,1] ; Statistics and Probability Letters (2019), Vol. 145, 1—11. (Type A). [Lien]
[7] Fazia Bedouhene, Boussaada Islam, Silviu-Iulian Niculescu : On Pole Placement and Spectral Abscissa Characterization for Time-delay Systems. IFAC Papers-OnLine 12/2019; 52(18) :55-60., (Type B) [Lien].
[8] Sami Tliba, Boussaada Islam, Fazia Bedouhene, Silviu-Iulian Niculescu : Active Vibration Control Through Quasi-Polynomial Based Controller. IFAC Papers-OnLine, 12/2019; 52(18) :49-54., (Type B). [Lien]
[9] Amar Aissani, Ferhat Lounis, Djamel Hamadouche & Samira Taleb (2019) Analysis of Customers’ Impatience in a Repairable Retrial Queue under Postponed Preventive Actions, American Journal of Mathematical and Management Sciences,38:2,125-150, (Type B) [Lien]
[10] Chaib-Draa, A. Zemouche, R. Rajamani, F. Bedouhene and T. M. Laleg-Kirati, « Finite-Time State Estimation of Discrete-Time Linear Systems With Some Extensions. Application to Steering Lateral Vehicle Model, » 2019 IEEE 58th Conference on Decision and Control (CDC), Nice, France, 2019, pp. 385-389. [Lien]
[11] Chaib-Draa; A. Zemouche; R. Rajamani;Y. Wang; F. Bedouhene; H. R. Karimi; T. M. Laleg-Kirati « State Estimation of LPV Discrete-Time Systems with Application to Output Feedback Stabilization, » 2019 IEEE 58th Conference on Decision and Control (CDC), 2019, pp. 3788-3792. [Lien]
[12] Cherifa Bennani, Ali Zemouche, Fazia Bedouhene, H Kheloufi, H Trinh, HR Karimi A Robust Decentralized Observer-Based Stabilization Method for Interconnected Nonlinear Systems : Improved LMI Conditions. New Trends in Observer-Based Control, 267-291, 2019. Chapitre d’ouvrage (Elsevier). [Lien]
[13] Hamza Bibi, Fazia Bedouhene, Ali Zemouche, Hamid Reza Karimi, Hieu Trinh, Observer Based Stabilization of Switched Discrete-Time Linear Systems With Parameter Uncertainties : New Scenarios of LMI Conditions New Trends in Observer-Based Control, 209-239, 2019. Chapitre d’ouvrage (Elsevier). [Lien]
[1] F. Bedouhene, Y Ibaouene, O Mellah, P Raynaud de Fitte Weyl almost periodic solutions to abstract linear and semilinear equations with Weyl almost periodic coefficients Mathematical Methods in the Applied Sciences 41 (18), 9546-9566 (2018). [Lien] (Type A)
[2] Amrane, S., Bedouhene, Fazia, Boussaada, I. and Niculescu, S.I., On Qualitative Properties of Low-Degree Quasipolynomials : Further remarks on the spectral abscissa and rightmost-roots assignment. Bull. Math. Soc. Sci. Math. Roumanie Tome, 61, pp.361-381. [Lien] (Type A)
[3] Afroun, F, Aïssani, D, Hamadouche, D, Boualem, M. Q‐matrix method for the analysis and performance evaluation of unreliable M/M/1/N queueing model. Math Meth Appl Sci. 2018; 41: 9152–9163 (Type A) [Lien]
[4] A Slama, H Fellag, A Bayesian analysis of a change in the mean of independent normal sequence with contaminated observation, Afrika Statistika 13 (3), 1779-1794, 2018. [Lien]
[5] C. Bennani, F. Bedouhene et al., « Robust $\mathcal{H}_{\infty}$ Observer-Based Stabilization of Linear Discrete-Time Systems with Parameter Uncertaintes, » 2018 Annual American Control Conference (ACC), Milwaukee, WI, 2018, pp. 4398-4402. doi: 10.23919/ACC.2018.8431745. [Lien]
[6] Abdelghani Hamaz, K. C. Draa, A. Zemouche, F. Bedouhene and R. Rajamani, « Observer Design of Descriptor Nonlinear System with N onlinear Outputs by Using W12 -Optimality Criterion, » 2018 IEEE Conference on Decision and Control (CDC), Miami Beach, FL, 2018, pp. 6556-6560. doi: 10.1109/CDC.2018.8618875. [Lien]
[1] Imeçaoudene K. and Hamadouche D., Gaussian approximation for residuals of stationary autoregressive process in Hölder norm, Theory of Stochastic Processes, Vol. 22 (38), no. 2, 2017, pp. 19-33, (2017). [Lien]
[2] Chadli, A., Khawla, B., Asma, M., & Fellag, H. (2017). Bayesian estimation of the Rayleigh distribution under different loss function. Electronic Journal of Applied Statistical Analysis, 10(1), 50-64. . [Lien]
[3] A Zemouche, R Rajamani, H Kheloufi, Fazia Bedouhene, Robust observer-based stabilization of Lipschitz nonlinear uncertain systems via LMIs-discussions and new design procedure, International Journal of Robust and Nonlinear Control. 27 (11), 1915-1939, 2017. (Type A+). [Lien]
[4] Bibi Hamza, Fazia Bedouhene, Ali Zemouche, Hamid Reza Karimi, Houria Kheloufi, Output Feedback Stabilization of Switching Discrete-Time Linear Systems with Parameter Uncertainties, Journal of the Franklin Institute, 354 (14), 5895-5918, 2017. (Type A). [Lien]
[5] Hamza Bibi, Fazia Bedouhene, Ali Zemouche, Hamid Reza Karimi, A New LMI-Based Output Feedback Controller Design Method for Discrete-Time LPV Systems with Uncertain Parameters, IFAC-PapersOnLine, Volume 50, Issue 1, July 2017, Pages 11349-11354. [Lien]
[6] Hamza Bibi, A. Zemouche, A. Aitouche, K. Chaib-Draa and F. Bedouhene, « Robust observer-based H∞ stabilization of switched discrete-time linear systems with parameter uncertainties, » 2017 IEEE 56th Annual Conference on Decision and Control (CDC), Melbourne, VIC, 2017, pp. 5292-5297. doi: 10.1109/CDC.2017.8264442. [Lien]
[7] Hamza Bibi, F. Bedouhene, A. Zemouche and A. Aitouche, « ℋ∞ observer-based stabilization of switched discrete-time linear systems, » 2017 6th International Conference on Systems and Control (ICSC), Batna, 2017, pp. 285-290. doi: 10.1109/ICoSC.2017.7958735. [Lien]
[8] Cherifa Bennani, F. Bedouhene, A. Zemouche, H. Bibi and A. Aitouche, « A modified two-step LMI method to design observer-based controller for linear discrete-time systems with parameter uncertainties, » 2017 6th International Conference on Systems and Control (ICSC), 2017, pp. 279-284. doi: 10.1109/ICoSC.2017.7958736. [Lien]
[9] Idir Sadani. « The Diophantine equation $11+ 2^{x+ 2}+(7) 3^{y}= z^ 2$. » Tatra Mountains Mathematical Publications70 (2017). [Lien]
[10] Idir, Sadani. “Study of Some Equivalence Classes of Primes.” Notes on Number Theory and Discrete Mathematics 23, no. 2 (2017): 21-29. [Lien]
[1] Graiche F., Merabet D. and Hamadouche D., Testing change in the variance with epidemic alternatives, Communications in statistics: theory & methods, Vol. 45, issue 13, pp 3822-3837, DOI: 1080/03610926.2014.907024, Taylor & Francis Publishing, (2016). [Lien]
[2] Y. Taleb, F. Achemine, D. Hamadouche, A. Aissani, Gaussian approximation for the busy period distribution in M/G/1 retrial queue, Acta Universitatis Apulensis Journal, Mathematics-Informatics, ISSN: 1582-5329, Acta 45, pp. 149-163, DOI: 10.17114/j.aua.2016.45.12, (2016). [Lien]
[3] Houria Kheloufi, Ali Zemouche Fazia Bedouhene & Harouna Souley-Ali, A Robust H∞ ObserverBased Stabilization Method for Systems with Uncertain Parameters and Lipschitz Nonlinearities. International Journal of Robust and Nonlinear Control. Volume 26, Issue 9, pages 1962–1979, June 2016. [Lien]
[4] A. Zemouche, M. Zerrougui, B. Boulkroune, F. Bedouhene, H. Souley-Ali and M. Zasadzinski, « H∞ observer-based stabilization for Lipschitz nonlinear systems, » 2016 European Control Conference (ECC), Aalborg, 2016, pp. 2017-2022.doi: 10.1109/ECC.2016.7810588. [Lien]
[5] Houria Kheloufi, A. Zemouche, F. Bedouhene, C. Bennani and H. Trinh, « New decentralized control design for interconnected nonlinear discrete-time systems with nonlinear interconnections, » 2016 IEEE 55th Conference on Decision and Control (CDC), Las Vegas, NV, 2016, pp. 6030-6035.doi: 10.1109/CDC.2016.7799195. [Lien]
[6] Hamza Bibi, Fazia Bedouhene, A. Zemouche, H. Kheloufi and H. Trinh, « Observer-based control design via LMIs for a class of switched discrete-time linear systems with parameter uncertainties, » 2016 IEEE 55th Conference on Decision and Control (CDC), Las Vegas, NV, 2016, pp. 7234-7239.doi: 10.1109/CDC.2016.7799385. [Lien]
[7] Aider, F. A., Kellouche, A., Fellag, H., & Debras, J. F. (2016). Evaluation of the bio-insecticidal effects of the main fatty acids of olive oil on Callosobruchus maculatus F.(Coleoptera-Bruchidae) in cowpea (Vigna unguiculata (L.)). Journal of Plant Diseases and Protection, 123(5), 235-245. [Lien]
[8] Mokrani, Fatiha, Hocine Fellag, and Abdelhakim Necir. « Robust bayesian inference of generalized Pareto distribution. » Afrika Statistika2 (2016): 1061-1074. [Lien]
[9] Larbi, Lydia, and Hocine Fellag. « Robust bayesian analysis of an autoregressive model with exponential innovations. » Afrika Statistika1 (2016): 955-964. [Lien]
[10] Boudjerda, Khawla, Assia Chadli, and Hocine Fellag. « Posterior Analyses of theCompound Truncated Weibull Under Different Loss functions for censored Data. » International joutnal of mathematics and computers in simulation (2016): 265-272. [Lien]
[1] Kamenskii, Mikhail, Omar Mellah, and Paul Raynaud De Fitte. « Weak averaging of semilinear stochastic differential equations with almost periodic coefficients. » Journal of Mathematical Analysis and Applications1 (2015): 336-364. [Lien]
[2] Rahmani, Leila. « Reinforcement of a Mindlin–Timoshenko plate by a thin layer. » Zeitschrift für angewandte Mathematik und Physik6 (2015): 3499-3517. [Lien]
[3] Houria Kheloufi, Fazia Bedouhene, Ali Zemouche and Angelo Alessandri, Observer-Based Stabilization of Linear Systems with Parameter Uncertainties by Using Enhanced LMI Conditions. International Journal of Control Volume 88, Issue 6, 2015. [Lien]
[4] Fazia Bedouhene, Noureddine Challali, Omar Mellah , Paul Raynaud De Fitte , M. Smaali Almost automorphy and its variants various extensions for stochastic processes. Journal of Mathematical Analysis and Applications Volume 429, Issue 2, 15 September 2015, Pages 1113–1152. [Lien]
[5] A. Zemouche, R. Rajamani, H. Kheloufi and F. Bedouhene, « Observer-based stabilization via LMIs for linear uncertain systems, » 2015 54th IEEE Conference on Decision and Control (CDC), Osaka, 2015, pp. 7286-7291. doi: 10.1109/CDC.2015.7403369. [Lien]
[1] Rahmani, Leila, and Grégory Vial. « Multi-scale asymptotic expansion for a singular problem of a free plate with thin stiffener. » Asymptotic Analysis1-2 (2014): 161-187. [Lien]
[2] Rahmani, Leila. « Modeling of the nonlinear vibrations of a stiffened moderately thick plate. » Comptes Rendus Mathematique3 (2014): 223-227. [Lien]
[3] Atil, Lynda, Hocine Fellag, and Ana Garcia Sipols. « Behavior of the Size in the Unit Root Testing Under Contamination. » Communications in Statistics-Simulation and Computation4 (2014): 790-803. [Lien]
[4] Hocine Fellag. Lynda Atil. Cherifa Belkacem. « On the stability of estimation of AR(1) coefficient in the presence of contaminated exponential innovations. » Afr. Stat. 9 (1) 647 – 658, November 2014. [Lien]
[5] Aissani, A., Taleb, S., Kernane, T., Saidi, G., & Hamadouche, D. (2014). An M/G/1 retrial queue with working vacation. In Advances in Systems Science (pp. 443-452). Springer, Cham. [Lien]
[6] Angelo Alessandri, F. Bedouhene, H. Kheloufi and A. Zemouche, « Output feedback control for a class of switching discrete-time linear systems, » 53rd IEEE Conference on Decision and Control, Los Angeles, CA, 2014, pp. 1533-1538. doi: 10.1109/CDC.2014.7039617. [Lien]
[7] Houria Kheloufi, A. Zemouche, F. Bedouhene and H. Souley-Ali, « Robust ℋ∞ observer-based controller for lipschitz nonlinear discrete-time systems with parameter uncertainties, »53rd IEEE Conference on Decision and Control, Los Angeles, CA, 2014, pp. 4336-4341.doi: 10.1109/CDC.2014.7040065. [Lien]
[1] MELLAH, Omar, and Paul RAYNAUD DE FITTE. « Counterexamples To Mean Square Almost Periodicity Of The Solutions Of Some SDEs With Almost Periodic Coefficients. » Electronic Journal of Differential Equations91 (2013): 1-7. [Lien]
[2] Chadli, Assia, Hamida Talhi, and Hocine Fellag. « Comparison of the maximum likelihood and Bayes estimators for symmetric bivariate exponential distribution under dierent loss functions. » Afrika Statistika1 (2013): 499-514. [Lien]
[3] Houria Kheloufi, A. Zemouche, Fazia Bedouhene & M. Boutayeb, ”On LMI Conditions to Design Observer-Based Controllers for Linear Systems with Parameter Uncertainties ” Automatica 49 (12) : 3700-3704 (2013). [Lien]
[4] Houria Kheloufi, F. Bedouhene, A. Zemouche and A. Alessandri, « Convex optimization approach to observer-based stabilization of linear systems with parameter uncertainties, » 52nd IEEE Conference on Decision and Control, Florence, 2013, pp. 1125-1130.doi: 10.1109/CDC.2013.6760033. [Lien]
[5] Angelo Alessandri, F. Bedouhene, H. Kheloufi and A. Zemouche, « Output feedback control for discrete-time linear systems by using Luenberger observers under unknown switching, » 52nd IEEE Conference on Decision and Control, Florence, 2013, pp. 5321-5326. doi: 10.1109/CDC.2013.6760726. [Lien]
[6] Houria Kheloufi, A. Zemouche, F. Bedouhene and M. Boutayeb, « A new observer-based stabilization method for linear systems with uncertain parameters, » 2013 European Control Conference (ECC), Zurich, 2013, pp. 1120-1125. doi: 10.23919/ECC.2013.6669157. [Lien]
[7] A. Daoui, M. Morsli, M. Smaali, On the strict convexity of Besicovitch-Musielak-Orlicz spaces of almost periodic functions equipped with the Orlicz norm. COMMENTATIONES MATHEMATICAE, VOL 53, NO 2 (2013) , 201−211. DOI: 10.14708/cm.v53i2.786. [Lien]
[8] YAGOUB-ZIDI, Yamina. Some isometric properties of subspaces of function spaces. Mediterranean Journal of Mathematics, 2013, vol. 10, no 4, p. 1905-1915. [Lien]
[9] Askoura, Youcef, Mohammed Sbihi, and Hamid Tikobaini. « The ex ante α-core for normal form games with uncertainty. » Journal of Mathematical Economics 49.2 (2013): 157-162. [Lien]
[1] Fazia Bedouhene, O. Mellah et P. Raynaud de Fitte : Bochner almost periodicity for stochastic processes. Journal of Stochastic analysis and applications, Volume 30, Issue 2, pages 322-342, 2012. [Lien]
[2] Fazia Bedouhene, A. Daoui, H. Kourat, On some convexity properties in the Besicovitch-MusielakOrlicz space of almost periodic functions with Luxemburg norm. Comment. Math. Univ. Carolin. 53,4 (2012) 535-547. [Lien]
[3] Belkacem, Cherifa, and Hocine Fellag. « Bayesian change-point estimation in the presence of a single outlier. » Afrika Statistika1 (2012): 381-390. [Lien]
[4] Udías, A., Insua, D. R., Cano, J., & Fellag, Hocine (2012). Cost‐efficient equitable water distribution in Algeria: a bicriteria fair division problem with network constraints. International Transactions in Operational Research, 19(5), 675-693. [Lien]
[5] H. Fellag and L. Atil, Stability of the Unit Root Test Under Contamination. Small Sample Case. Essays on Mathematics and Statistics: Volume 2. (2012). Edited by Vladimir Akis.
[6] Daoui, A. ; Morsli, M. ; Smaali, M. Duality properties and Riesz representation theorem in Besicovitch-Musielak-Orlicz space of almost periodic functions. (English). Commentationes Mathematicae Universitatis Carolinae, vol. 53 (2012), issue 2, pp. 237-251. [Lien]
[1] Berkoun, Youcef, and Hocine Fellag. « Hurwicz’s estimator of the autoregressive model with non-normal innovations. » Applicationes Mathematicae38 (2011): 211-218. [Lien]
[2] Fellag, Hocine, and Lynda Atil. (2011) Bayesian Approach of the Unit Root Test. In: Lovric M. (eds) International Encyclopedia of Statistical Science. Springer, Berlin, Heidelberg. [Lien]
[3] Youcef Berkoun & Hamid Douki (2011) Testing Independence in Linear Process with Non-Normal Innovations, Communications in Statistics – Theory and Methods, 40:13, 2377-2384, DOI: 10.1080/03610926.2010.481476. [Lien]
[1] Leila Rahmani , Modelling of the effect of a thin stiffener on the boundary of a nonlinear thermoelastic plate. Mathematical modelling and analysis (Taylor and Francis), vol 14; No 3;353-356 (2010).
[2] Fazia Bedouhene, Morsli Mohamed, and Mannal Smaali “On some equivalent geometric properties in the Besicovitch-Orlicz space of almost periodic functions with Luxemburg norm’. Commentationes Mathematicae Universitatis Carolinae, vol. 51 (2010), issue 1, pp. 25-35. [Lien]
[3] Fellag, Hocine. « Some aspects of stability in time series small sample case. » Afrika Statistika1 (2010). [Lien]
[4] ATIL, Lynda et FELLAG, Hocine. On the stability of the unit root test. Afrika Statistika, 2010, vol. 5, no 1. [Lien]
[5] Farid Graiche, and Djamel Hamadouche. « Hölder convergence of the perturbed empirical process for non-stationnary sequences. » Journal of Probability and Statistical Sciences2 (2010): 143-158.
[6] Achemine Farida & Djamel Hamadouche, Lamperti’s invariance principle for weak dependent sequences. Journal of Probability and Statistical Science, 8(2), 125–141 (2010).
[7] Larbani, M. & Kacher, F. (2010). A Laplace’s Principle Based Approach for Solving Fuzzy Matrix Games. Advances in Mathematics Volume 12, ISBN : 978-1-761-899-4, NOVA Publisher, New York, pp. 1-27. [Lien]
[8] Boulahia, Fatiha, and Mohamed Morsli. « Uniform non-squareness and property $(\beta) $ of Besicovitch-Orlicz spaces of almost periodic functions with Orlicz norm. » Commentationes Mathematicae Universitatis Carolinae51, no. 3 (2010): 417-426.
[1] Djamel, Hamadouche; Youcef, Taleb Hölderian Version of Donsker-Prohorov’s Invariance Principle. IAENG International Journal of Applied Mathematics . 2009, Vol. 39 Issue 1, p1-8. 8p.
[2] Merabet D., Hamadouche D., The uniform empirical process under dependence in Hölder norm. Bulletin of Statistics and Economics, Vol. 3, N°S09, 1–13 (2009).
[3] Hamaz, Abdelghani, and Mohamed Ibazizen. « Comparison of two estimation methods of missing values using Pitman-closeness criterion. » Communications in Statistics—Theory and Methods13 (2009): 2210-2213. [Lien]
[1] Noura Ait Mohammed and Mohamed Ibazizen. « Bayesian estimation of the regression model with autocorrelated errors under Contamination. » Communications in Statistics—Theory and Methods15 (2008): 2382-2389.
[2] Cheikh, Malika, and Mohamed Ibazizen. « Sensitivity coefficient in principal component analysis: robust case. » Communications in Statistics—Simulation and Computation®8 (2008): 1622-1630.
[3] Kacher, Fatiha, and Moussa Larbani. « Existence of equilibrium solution for a non-cooperative game with fuzzy goals and parameters. » Fuzzy sets and systems2 (2008): 164-176.
[4] Rahmani, Leila, and Grégory Vial. « Reinforcement of a thin plate by a thin layer. » Mathematical methods in the applied sciences3 (2008): 315-338.
[5] Rahmani, Leila. « The effect of a thin layer on a nonlinear thermoelastic plate. » Applied Mathematical Sciences50 (2008): 2489-2499.
[6] Hamadouche D., Weak Hölder convergence of smoothed uniform quantile process. Communications in Statistics-Theory and Methods, Vol. 37, N°10, 1497–1505 (2008).
[1] Fazia Bedouhene and Morsli M.,” On the k-convexity of the Besicovicth-Orlicz space of almost periodic functions with Orlicz norm”. Colloq. Math.109 (2007), 107-118. [Lien]
[2] Morsli, Mohamed, and Mannal Smaali. « Characterization of the strict convexity of the Besicovitch-Musielak-Orlicz space of almost periodic functions. » Commentationes Mathematicae Universitatis Carolinae 48.3 (2007): 443-458
[1] Lynda Atil , Hocine Fellag , Karima Nouali; « Unit root test under innovation outlier contamination. Small sample case ». Discussiones mathematicae Probability and Statistics, 26, 5-17, 2006, [Lien]
[2] Hamadouche D., Suquet Ch., Optimal Hölderian FCLT for uniform empirical and quantile processes. Mathematical Methods of Statistics, Vol.15, N°2, 207–223 (2006).
[3] Morsli, Mohamed, and Mannal Smaali. « Characterization of the uniform convexity of the Besicovitch-Musielak-Orlicz spaces of almost periodic functions. » Commentationes Mathematicae 46.2 (2006).
[4] Kacher, Fatiha, and Moussa Larbani. « Solution concept for a non-cooperative game with fuzzy parameters. » International Game Theory Review 8.03 (2006): 489-498.
[1] H. Fellag and K. Nouali, Bayesian estimation of AR(1) models with uniform innovations. Discussiones Mathematicae, Probability and Statistics, 25, 71-75, 2005 .
[2] H. Fellag and K. Nouali, Testing on the first-order autoregressive model with uniform innovations under contamination. Journal of Mathematical Sciences, Vol 131, N°3, 5657-5663. 2005.
[3] H. Fellag and M. Ibazizen, On the estimation of the tails parameters for Pareto and exponential distributions. Journal of Mathematical Sciences, Vol 131, N°3, 5614-5618, 2005. DOI : 101.1057/S10958-005-0433-3.
[4] Mohamed Morsli and Fazia Bedouhene, “On the uniform convexity of the Besicovicth-Orlicz space of almost periodic functions with Orlicz norm”. Colloquium Mathematicum. Vol.102 no1 (2005). [Lien]
[5] Fazia Bedouhene and Mohamed Morsli,” Characterization of the k-convexity property in the BesicovitchOrlicz space of almost periodic functions. ”Commentationes Mathematicae. Prace Matematyczne XLV(1)(2005)13-23” [Lien]
[1] Leila Rahmani, Ventcel’s boundary conditions for a dynamic nonlinear plate, Asymptotic Analysis, 38 ( 2004), 319- 337.
[1] Mohamed Ibazizen & Hocine Fellag (2003) Bayesian estimation of an AR(1) process with exponential white noise, Statistics, 37:5, 365-372, DOI: 10.1080/0233188031000078042. [Lien]
[2] Youcef Berkoun, Hocine Fellag and R. Zielinski Robust testing serial correlation in AR(1) processes in the presence of a single additive outlier. Communications in Statistics – Theory and Methods, 32:8, 1527-1540, DOI: 10.1081/STA-120022243, 2003, vol 32, issue 8, 1527-1540. [Lien]
[3] Morsli, Mohamed, and Fazia Bedouhene. « On the strict convexity of the Besicovitch-Orlicz space of almost periodic functions with Orlicz norm. » Revista Matemática Complutense 16.2 (2003): 399-415. [Lien]
[4] Ibazizen, Mohamed, and Jacques Dauxois. « A robust principal component analysis. » Statistics 37.1 (2003): 73-83.
[5] Mohamed Ibazizen (2003) Bias and Mean Square Error of the Sample Roots Under the Contaminated Gaussian Model, Communications in Statistics – Theory and Methods, 32:5, 955-959, DOI: 10.1081/STA-120019955