1. M. Atteia, M. Raïssouli: On the Saint-Venant Problem in Nonlinear Elasticity with Mixed Conditions. In "P.G.Ciarlet, Mathematical Elasticity, Vol.1, Three Dimensional Elasticity, A.86007", 1989.
2. M. Atteia, M. Raïssouli: Dual of Operator, Self-Dual Operator, CRAS, T. 313, S´erie I (1991), 41-44.
3. M. Raïssouli and A. Kacha, Convergence of Matrix Continued Fractions. Linear Alg. Appl., Vol.320 (2000), 115-129.
4. M. Raïssouli and F. Leazizi, Tensor Product of Hilbert Spaces and Self -Adjoint Operators. Bull. Soc. Sci. Let. Lodz, Vol. L (2000), 39-55.
5. M. Atteia and M. Raïssouli, Self Dual Operators on Convex Functionals, Geometric Mean and Square Root of Convex Functionals. J. Conv. Anal., Vol. 8, No. 1 (2001), 223-240.
6. M. Archoun, N. Ouakkasse and M. Raïssouli, Decomposition en Produit Tensoriel Inductif de Quelques Espaces Fonctionnels, Hadronic Journal, No. 24 (2001), 743-756.
7. A. El Biari, R. Ellaia and M. Raïssouli, On second order Differentiability of Convex Geometric Functional Mean. Math-Rech. et Appl., No. 4 (2002), 65-75.
8. M. Raïssouli and M. Chergui, Arithmetico-Geometric and Geometrico-Harmonic Means of two Convex Functionals, Scientiae Mathematicae Japonicae, Vol. 55, No. 3 (2002), 485-492.
9. M. Raïssouli and J. Oudaani, On the Saint-Venant Problem in Nonlinear three dimensional Elasticity with Dirichlet and Neuman Boundary Conditions, Int. J. Math., Game Theory and Alg., Vol. 12, No. 4 (2002), 325-338.
10. M. Raïssouli and F. Leazizi, Continued Fraction Expansion of the Geometric Matrix Mean and Applications, Linear Alg. Appl., Vol. 359 (2003), 37-57.
11. M. Raïssouli and H. Bouziane, Functional Logarithm in the sense of Convex Analysis, J. Conv. Anal., Vol. 10, No. 1 (2003), 229-244.
12. A. El Biari, R. Ellaia and M. Raïssouli, Stability of Geometric and Harmonic Functional Means, J. Conv. Anal., Vol. 10, No. 1 (2003), 199-210.
13. M. Raïssouli and J. Oudaani, Local Existence, Uniqueness and Regularity of a Special Solution of a Mixed Problem in Elasticity, Ann. Sci. Math. Quebec, Vol. 27, No. 1 (2003), 191-202.
14. M. Raïssouli, A. Kacha and S. Salhi, Rational Approximation of the mGeometric Matrix Mean. Hadronic Journal Supplement, Vol. 18 (2005), 387-402.
15. M. Raïssouli and H. Bouziane, Functional Limited Development in Convex Analysis, Ann. Sci. Math. Qu´ebec, Vol. 29, No. 1 (2005), 97-110.
16. N. Ouakkasse, M. Raïssouli and E. Zerrik, Perturbation-Convergence of Lp(Ωn) spaces and Applications. Hadronic Journal, Vol. 28 (2005), 441-452.
17. M. Raïssouli, A. Kacha and S. Salhi, Continued Fraction Expansion of Real Powers of Positive Definite Matrices with Applications to Matrix Means. Arabian J. Sciences and Engineering, Vol. 31, No. 1 A (2006), 41-55.
18. M. Raïssouli and H. Bouziane: Arithmetico-Geometrico-Harmonic Functional Mean in Convex Analysis, Ann. Sc. Math. Quebec, Vol. 30, No. 1 (2006), 79-107.
19. M. Raïssouli, Tsallis Relative Entropy for Convex Functionals, Int. J. Pure Appl. Math., Vol. 51, No. 4 (2009), 555-563.
20. M. Raïssouli, Invitation to Functional Means, Some Open Problems, Int. J. Open Problems Comp. Sci. Math., Vol. 2, No. 4 (2009), 11 pp.
21. M. Raïssouli, Logarithmic Functional Mean in Convex Analysis, J. Ineq. Pure Appl. Math., Vol. 10, Issue 4 (2009), Art.102.
22. M. Raïssouli, F. Leazizi and M. Chergui, Arithmetico-GeometricoHarmonic Mean of three Positive Operators, J. Ineq. Pure Appl. Math., Vol. 10, Issue 4 (2009), Art.117.
23. E. Zerrik, F. Ghafrani and M. Raïssouli, An extended Controllability Problem with Minimum Energy. Journal of Mathematical Sciences, NewYork, Vol. 161, No. 2 (2009), 344-354.
24. M. Raïssouli and M.Chergui, Physical Interpretation of the p-ArithmeticoHarmonic Mean of Several Positive Operators. AJSE, Vol. 35, No. 1D (2010), 93-102.
25. M. Raïssouli, Discrete Operator and Functional Means ca be reduced to the Continuous Arithmetic Mean. International Journal of Open Problems in Computer Science and Mathematics, Vol. 3, No. 2 (2010). 186-199.
26. M. Raïssouli and I.H.Jebril, Various Proofs of the Decrease Monotonicity of the Schatten’s Power Norm, Various Families of IRn-Norms and some Open Problems. International Journal of Open Problems in Computer Science and Mathematics, Vol. 3, No. 2 (2010), 164-174.
27. M. Raïssouli, United Explicit Form for a Game of Monotone and Chaotic Matrix Means. International Electronic Journal of Pure and Applied Mathematics, Vol. 1, No. 4 (2010), 475-493.
28. S.S. Dragomir and M. Raïssouli, Iterative Refinements of the HermiteHadamard Inequality, Application to the Standard Means. Journal of Inequalities and Applications, Vol. 2010 (2010), Article ID 107950, 13 pages.
29. K. El Yassini, R. Zine and M. Ra¨ıssouli, Outils d’Aide a la Decision pour la Planification des Reseaux de Distribution de l’Energie El´ectrique, Africaine Revue d’Informatique et Math´ematiques Appliqu´ees (ARIMA), Vol. 13 (2010), 105-118.
30. M. Raïssouli, Approaching the Power Logarithmic and Difference Means by Iterative Algorithms involving the Power Binomial Mean, International Journal of Mathematics and Mathematical Sciences, Volume 2011 (2011), Article ID 687825, 12 pages.
31. M. Raïssouli, Stability and Stabilizability for Means, Applied Mathematics E-Notes, 11 (2011), 159-174.
32. M. Raïssouli: Relative Functional Entropy in Convex Analysis, Journal of Applied Analysis, Vol. 17 (2011), 231-239.
33. M. Raïssouli, R. Zine and K. El Yassini, Approaching a Class of Multicriteria Optimization Problems via the Schur-Convexity, Advances and Applications in Mathematical Sciences, Vol. 9 (2011), Issue 2, 203-216.
34. R. Zine, K. El Yassini and M. Raïssouli, Multicriteria Optimization Approach of the Problem of the Network Electricity Distribution Planning, International Journal of Open Problems in Computer Sciences and Mathe- matics, Vol. 4, No. 3 (2011), 162-176.
35. M. Raïssouli, R.Zine, K.EL Yassini, Sub-Differential Approach for Solving the Multiobjective Optimization Problem, Approximation by the InteriorPoint Algorithm, International Journal of Pure and Applied Mathematics, Vol. 70, No. 7 (2011), 901-914n.
36. M. Raïssouli, Some Functional Inequalities for the Geometric Operator Mean, Austr. Journal of Math. Analysis and Appl., Vol. 9 (2012), Issue 2, 1-8.
37. M. Raïssouli, Stabilizability of the Stolarsky Mean and its Approximation in terms of the Power Binomial Mean, International Journal of Mathematical Analysis, Vol.6, 2012, No.18, 871-881.
38. M. Raïssouli: Parameterized Logarithmic Mean, International Journal of Mathematical Analysis, Vol. 6, 2012, No. 18, 863-869.
39. M. Raïssouli, Refinements for Mean-Inequalities via the Stabilizabilitym Concept, Journal of Inequalities and Applications 2012, Vol. 2012:55, 18 pages.
40. M. Raïssouli, Extension of Shorted Operator for Convex Functionals, Annales des Sciences Mathematiques du Quebec, Vol. 36 (2012), No. 2, 179-192.
41. M.Raïssouli, On a Simple Point of View for Refining Bounds of the Logarithmic Mean. Applied Mathematics E-Notes, 12(2012), 169-174.
42. I.H. Jebril and M. Raïssouli, Convergent Iterative Algorithms in the 2-Inner Product Space IRn, Int. J. Open Problems Compt. Math., Vol. 6, No. 4 (2013), 49-61.
43. S.S. Dragomir and M. Raïssouli, Hermite-Hadamard Inequalities for Point-Wise Convex Maps and Legendre-Fenchel Conjugation, Math. Ineq. and Appl., Vol. 16, No. 1 (2013), 143-152.
44. M. Raïssouli and J. Sandor, On a Method of Construction of New Means with Applications, J. Ineq. Appl., Vol. 2013, Art. 2013:89.
45. A. Gasmi and M. Raïssouli, Generalized Stabilizability for Bivariate Means, J. Ineq. Appl., Vol. 2013, Art. 2013:233.
46. M. Raïssouli, Positive Answer for a Conjecture about Stabilizable Means, J. Ineq. Appl., Vol. 2013, Art. 2013:467.
47. M. Raïssouli and J. Sandor, Sub-Stabilizable and Super-Stabilizable Bivariate Means, J. Ineq. Appl., Vol. 2014, Art. 2014:28.
48. M. Raïssouli, Stable and Stabilizable Means with Linear Operator Variables, Linear and Multilinear Algebra, Vol. 62, No. 9 (2014), 1153-1168.
49. M. Raïssouli and R. Zine, On some H¨older-Type Inequalities with Applications, J. Ineq. Appl., Vol. 2015, 2015:93.
50. M. Raïssouli, On an Analogue of ABA when the Operator Variables A and B are Convex Functionals, Banach Journal of Mathematical Analysis, Vol. 9, No. 1 (2015), 235-242.
51. M. Raïssouli, Functional Versions for some Operator Entropy Inequalities, Annals of Functional Analysis, Vol. 6, No. 2 (2015), 204-211.
52. M. Raïssouli and S.S. Dragomir, Refining Recursively the HermiteHadamard Inequality on a Simplex, Bull. Aust. Math. Soc. 92, No.1 (2015), 57-67.
53. R. Zine and M. Raïssouli, On a Functional Mean-Inequality, Application for the Geometric Operator Mean, Int. J. Math. Anal. Vol. 9, No. 24 (2015), 1165-1171.
54. M. Raïssouli, On an Approach in Service of Mean-Inequalities. J. Math. Ineq., Vol. 10, No. 1 (2016), 83-99.
55. M. Raïssouli and M. Chergui, On some Inequalities Involving Three or More Means, Abstract and Applied Analysis (2016), Vol. 2016, Art. ID 1249604, 8 pages.
56. M. Raïssouli and A. Rezgui, Characterization of Homogeneous Symmetric Monotones Means, J. Inequal. Appl. (2016), 2016:217, 19 pages.
57. M. Raïssouli, Index of a Bivariate Mean and Applications, J. Inequal. Appl. (2016), 2016:224, 23 pages.
58. M. Raïssouli and J. S´andor, Sub-Super-Stabilizability of Certain Bivariate Means via Mean-Convexity, J. Inequal. Appl. (2016), 2016:273, 13 pages.
59. M. Raïssouli and M. Ramezani, Lower and Upper Bounds for the PointWise Directional Derivative of the Fenchel Duality Map, Australian Journal of Mathematical Analysis and Applications, Vol. 13, No. 1, Art. 19, (2016), pp. 1-9.
60. I. Jebril and M. Raïssouli, On a Class of Generalized Triangular Norms, Accepted in Communications of the Korean Mathematical Society, to appear in 2017.