1. Electrocatalytic Oxidation of Paraacetylaminophenol on a Graphite Electrode Modified with Iron Oxides. A. Benchettara, M. Sidoumou. Portugaliae Electrochimica Acta. 37(6), 383-391. (2019).
2. Electronic Structure, Elastic and Optical Properties of AEuS2 (A=Na, K, Rb, and Cs) Ternary Sulfides: First-Principles Study. L. Azzouz, M. Halit, M. Sidoumou, Z. Charifi. PHYS STATUS SOLIDI B. 1900136. (2019).
3. Theoretical investigation of the structural, elastic, electronic and optical properties of the ternary indium sulfide layered structures AInS2 (A ¼ K, Rb and Cs). M. Bouchenafa, M. Sidoumou, M. Halit, A. Benmakhlouf, A. Bouhemadou, S. Maabed, A. Bentabet, S. Bin-Omran. SOLID STATE SCI. 76, 74-84. (2018).
4. Formulation optimization and physicochemical properties prediction of E10 fuel. K. Kirouani, D. El Hadi, R. Chemini, F. Hannane. ALJEST. (2018).
5. Beam shaping assembly design of 7Li (p, n) 7Be neutron source for boron neutron capture therapy of deep-seated tumor. L. Zaidi, M. Belgaid, S. Taskaev, R. Khelifi. Applied Radiation and Isotopes. 139. 316-324. (2018).
6. New Fourier transformation containing a pair of complex Euler Γ-functions with a monomial: Mathematical and physical applications. S. Yahiaoui, M. Bentaiba. J. Math. Phys. 59, 023510 (2018).
7. Abstract ID: 19 Validation of the Monte Carlo GATE platform for the dosimetry of ocular protontherapy. L. Mostafa, K. Rashid, S.M. Ahmed. Physica Medica. 42, 50. (2017).
8. Low Ohmic Contact Resistance for AlGaN/GaN HEMTs with high Al Concentration & Si-HP [111] Substrate. Duffy SJ, Gerbedoen JC, Mattalah M, Benbakhti B, Zhang W, Boucherta M, Kalna K, Maher H, Soltani A. UK Semiconductors, 149-149.(2017).
9. Low Source/DrainContact Resistance for AlGaN/GaN HEMTs with High Al Concentration and Si-HP [111] Substrate. Benbakhti B, Duffy SJ, Mattalah M, Zhang WD, Bouchilaoun M, Boucherta M, Kalna K, Bourzgui N, Maher H, Soltani A. ECS Journal of Solid State Science and Technology, 6 (11), (2017).
10. Abstract ID: 101 Comparison of dose calculation between AAA algorithm and Monte Carlo calculation for prostate cancer. BA. Idir, R. Khelifi. Physica Medica. 42, 22.(2017)
11. Generalized Laguerre polynomials with position-dependent effective mass visualized via Wigner's distribution functions. O. Cheroud, S. Yahiaoui, M.Bentaiba. J. Math. Phys. 58063503 (2017).
12. Isospectral Hamiltonian for position-dependent mass for an arbitrary quantum system and coherent states. S. Yahiaoui, M. Bentaiba. J. Math. Phys. 58063507 (2017).
13. Coherent and squeezd states for the 3D harmonic oscillatorA. Mazouz, M. Bentaiba, A. Mahieddine. Mod. Phys. Lett. B 31, 1750019 (2017).
14. Monte Carlo study of a flexible device for in situ PGNAA using 241Am–Be source: application to total chlorine determination. R. Khelifi, P. Bode. Journal of Radioanalytical and Nuclear Chemistry. 309 (2016) p(1–5).
15. Energy distribution of cosmic rays in the Earth's atmosphere and avionic area using monte carlo codes. . OULLD MOHAMED Mounir, AMINE DIB Anis Samy, BELBACHIR Ahmed Hafid. PRAMANA J.Phys. , 87(1), (2016).
16. Comparison between beta radiation dose distribution due to LDR and HDR ocular brachytherapy applicators using GATE Monte Carlo platform. M. Laoues, R. Khelifi, A. Sidi Moussa. Physica Medica. 32 (2016). p(1007–1018).
17. Monte Carlo based dosimetry for neutron capture therapy of brain tumors. L. Zaidi, M. Belgaid, R. Khelifi. EPJ Web of conferences. 128 (2016). p(04003).
18. Canonical decomposition of irreducible linear differential operators with symplectic or orthogonal differential Galois groups. S. Boukraa, S. Hassani, J. M. Maillard and J. A. Weil. J.Phys. A: Math. Theor. 48, 105202 (2015) (40pp), http://dx.doi.org/10.1088/1751-8113/48/10/105202 and http://arxiv.org/abs/1407.5541v1.
19. Diagonals of rational functions and selected differential Galois groups. A. Bostan, S. Boukraa, JM. Maillard, JA. Weil. J.Phys. A: Math. Theor. 48, 504001 (2015) (29pp), http://dx.doi.org/10.1088/1751-8113/48/50/504001 and http://arxiv.org/abs/1507.03227.
20. Selected non-holonomic functions in lattice statistical mechanics and enumerative combinations. S. BOUKRAA. Journal of Physics A: Math and Theory. vol 49, 074001 (28pp). (2015).
21. Dosimetry of Strontium eye applicator: Comparison of Monte Carlo calculations and radiochromic film measurements. Laoues M, Khelifi R. Journal of Physics: Conference Series 573012072 (2015).
22. Warning of accidental shading of a PV generator in operation modeled with the DoE method. J.-P. Charles, F. Hannane, A. Zegaoui, TV Nguyen, P. Petit, M. Aillerie, H. El-Mossaoui. Solar Energy Materials. (2015).

23. Differential algebra on lattice Green functions and Calabi–Yau operators. S Boukraa, S Hassani, JM Maillard and JA Weil. J.Phys. A: Math. Theor. 47, 095203 (2014) (37pp), http://dx.doi.org/10.1088/1751-8113/47/9/095203 and http://arxiv.org/abs/1311.2470 (unabridged version 62 pp).

24. The Ising model and Special Geometries. S Boukraa, S Hassani and JM Maillard. J. Phys. A: Math. Theor. 47 (2014) 225204(31pp), http://dx.doi.org/10.1088/1751-8113/47/22/225204 and http://arxiv.org/abs/1402.6291.

25. New SU (1,1) position-dependent effective mass coherent states for generalized shifted harmonic oscillator. SA.Yahiaoui and M.Bentaiba.Journal of Physics A: Mathematical and theoretical 47 (2014) 025301.

26. Faulty PV panel identification using the Design of Experiments (DoE) methods. J.-P. Charles, F. Hannane, H. El-Mossaoui, A. Zegaoui, TV Nguyen, P. Petit, M. Aillerie. Journal of Electrical Power and Energy Systems. 57 (2014) 31–38.

27. Ising n-fold integrals as diagonals of rational. A. BOSTAN, S. BOUKRAA. Journal of Physics A: Math and Theor.(2013)

28. Forcasting the PV Panel Operating Conditions Using the Design of Experiments Method. Journal of Electrical Power and Energy Systems. Energy Procedia. 12/2013. 36:479-487. DOI:10.1016. F. Hannane, H. El-Mossaoui, TV Nguyen, P. Petit, M. Aillerie, J.-P. Charles.

29. Pseudo-Hermitian coherent states under a generalized quantum condition within position-dependent mass. SA.Yahiaoui and M.Bentaiba. Journal of Physics A: Mathematical and theoretical 45 (2012) 444034.
30. Stopping power and energy loss straggling of thin Formvar foil for 0.3–2.7 MeV protons and alpha particles. S. Mammeri, H. Ammi, A. Dib, CA Pineda-Vargas, S. Ourabah, M. Msimanga, M. Chekirine. Radiation Physics and Chemistry 81. (2012).
31. Bender-Dune orthogonal polynomials, quasi-exact solvability and asymptotic iteration method for Rabi Hamiltonian. SA.Yahiaoui and M.Bentaiba. Acta Physica Polonica B 42 (2011) 1755-1765.
32. Stopping power measurements for O(16), F(19) and Si(28) ions in Mylar by a transmission technique. M. Chekirine, H. Ammi. RK Choudhury, DC Biswas. Nuclear Instruments & Methods in Physics Research Section B. (2011).
33. A group-theoretical methods for Natanzon potentials in position-dependent mass background by means of conformal mappings. SA.Yahiaoui and M.Bentaiba.International Journal of Theoretical Physics 48 (2009) 315-322.
34. Toward prompt gamma spectroscopy for monitoring boron distributions during extra corporal treatment of liver metastases by boron neutron capture therapy: A Monte Carlo simulation study. K.Rachid. Journal of Applied Radiation and Isotopes, 67 (2009) S359–S361. http://www.sciencedirect.com/science/article/pii/S096980430900325X
35. Optimization of PGNAA set up for salinity determination in water sample using MCNP simulation. K.Rachid. Submitted to publication in Journal of Applied Radiation and Isotopes.
36. PGNAA in large sample using 241Am-Be neutron source: simulation with Monte Carlo code MCN. R.Khelifi. Submitted to publication in Journal of Applied Radiation and Isotopes.
37. Experimental mathematics on the magnetic susceptibility of the square lattice Ising modelS Boukraa, AJ Guttmann, S Hassani, I. Jensen, JM Maillard, B. Nickel, and N Zenine. J.Phys. A: Math. Theor. (2008). www.iop.org.
38. Singularities of n-fold integrals of the Ising class and the theory of elliptic curves. S Boukraa, S Hassani, JM Maillard, BM McCoy, JA Weil and N Zenine. J.Phys. A: Math. Theor. 40 No. 11 (16 March 2007) 2583-2614. www.iop.org.
39. The diagonal Ising susceptibility. S Boukraa, S Hassani, JM Maillard and N Zenine. J.Phys. A: Math. Theor. 40 No. 39 (28 September 2007) 11713-11748. www.iop.org.
40. Landau singularities and singularities of holonomic integrals of the Ising class. S Boukraa, S Hassani, JM Maillard, BM McCoy and N Zenine. J.Phys. A: Math. Theor. 40 No. 29 (20 July 2007) 8219-8236. www.iop.org.
41. Holonomy of the Ising model form factors. S Boukraa, S Hassani, JM Maillard and N Zenine. J.Phys. A: Math. Theor. 40 No. 11 (16 March 2007) 2583-2614. www.iop.org.
42. Generalized Morse and Poschle-Teller potentials: connection via Schrodinger equation. S.A.Yahiaoui, S.Hattou and M.Bentaiba. Annals of Physics 322 (2007) 2733-2744.
43. Effective potential and resummation procedure to multidimentional complex cubic potentials for weak and strong couplings. SA.Yahiaoui, O.Cherroud and M.Bentaiba. Journal of Mathematical Physics 48 (2007) 113503-113514.
44. Detection limits of pollutants in water for PGNAA using an Am-Be source. K.Rachid. Nucl. Instr. and Meth. B 262 (2007) 329-332.
45. Flux calculation in large sample neutron activation Analysis using an Am-Be source. R.Khelifi, J. of Radioanal. and Nucl. Chem. Vol.274 N0 3 (2007) 639-642.
46. Painlevé versus Fuchs. S Boukraa, S Hassani, JM Maillard, BM McCoy. J. Phys. A: Math. Gen. 39 No. 39 (29 September 2006) 12245-12263. www.iop.org.
47. Beyond series expansions: mathematical structures for the susceptibility of the square lattice Ising model. N Zenine, S Boukraa, S Hassani and JM Maillard. J.Phys.: Conf. Ser. 42 (2006) 281-299. www.iop.org.
48. Square lattice Ising model susceptibility: connection matrices and singular behavior of χ(3) and χ(4). N Zenine, S Boukraa, S Hassani and JM Maillard. J. Phys. A: Math. Gen. 38 No. 43 (28 October 2005) 9439-9474. www.iop.org.
49. Post-critical set and non-existence of preserved meromorphic 2-forms. M Bouamra, S Boukraa, S Hassani and JM Maillard. J. Phys. A: Math. Gen. 38 No. 37 (16 September 2005) 7957-7988. www.iop.org.
50. Ising model susceptibility: the Fuchsian differential equation for χ(4) and its factorization properties. N Zenine, S Boukraa, S Hassani and JM Maillard. J. Phys. A: Math. Gen. 38 No. 19 (13 May 2005) 4149-4173. www.iop.org.
51. Square lattice Ising model susceptibility: series expansion method and differential equation for χ(3). N Zenine, S Boukraa, S Hassani and JM Maillard. J. Phys. A: Math. Gen. 38 No. 9 (4 March 2005) 1875-1899. www.iop.org.
52. The Fuchsian differential equation of the square lattice Ising model χ(3) susceptibility. N Zenine, S Boukraa, S Hassani and JM Maillard. J. Phys. A: Math. Gen. 37 No. 41 (15 October 2004) 9651-9668. www.iop.org.
53. Variational perturbation theory for complex cubic potentials. M.Bentaiba, S.A.Yahiaoui and L.Chetouani. Physics Letters A 331 (2004) 175-180.
54. Variational Treatment for a complex PT-potential. M.Bentaiba, L.Chetouani and A.Mazouz. Physics Letters A 295 (2002) 13-22.
55. Prompt gamma neutron activation analysis of bulk concrete samples with an Am-Be neutron source. R.Khelifi. App. Radiat. Isot. Vol. 51 pages 9-13 (1999).
56. Gamma ray spectra simulation and optimization in Neutron Activation Analysis. R.Khelifi. Vacuum. Vol 48/number1/ pages 99 to 102/ 1997.
57. Study of phosphorus implanted and annealed silicon by electrical measurements and ion channeling technology. T. Hadjersi, N. Boussaa, M. Zilabdi, C. Benazzouz. Nucl Instr And Meth B. 193 (2002) 336-340.
58. A simple method for the deconvolution of Rutherford Backscattering spectra. R. Khalfaoui, M. Zilabdi, S. Behli, C. Benazzouz, and S. Tobbeche. Vaccum, volume 60, p 285-289 (2001).
59. Experimental measurements of X-ray production cross sections by protons of energies between 1 and 2.3 Mev and comparison with theoretical predictions of PWBA and ECPSSR models. S. Ouziane, A. Amokrane and M. Zilabdi. Nucl. Instr. And Meth B. 141, 161-163 (2000).
60. Rutherford Backscattering and X-Ray Fluorescence analysis of sediments. C. Benazzouz, N. Boussaa, M. Zilabdi, M. A. Benamar, S. Behli and I. Toumert. X-Ray Spectrometry, vol. 26, 179-181 (1997).
61. Isothermal annealing of Antimony-Implanted Silicon and determination of the lattice disorder profiles. N. Boussa, S. Behli, C. Benazzouz, M. Zilabdiand M. Derdour. Advanced Performance Materials, 2, 415-419 (1995).
62. Formation of CrSi2 studied by Rutherford backscattering spectrometry. S. Tobbeche, C. Benazzouz, N. Boussaa, M. Zilabdi, A. Benouatas, A. Bouabello and R. Halimi. Vaccum. volume 45, N0 4, p421-422 (1994).
63. A simple method to correct for pulses pile-up and dead time losses: application to cyclic activation analysis with 14 MeV neutrons. R.Khelifi. Appl. Radiat. Isot. vol. 45. No. 5. pp. 631-633 1994.
64. Feynman-Kleinert treatment of a supersymmetric generalization of the Morse potential. M.Bentaiba, L.Chetouani and T.F.Hammaun.Phys. Lett. HAS 189 (1994) 433-438.
65. Path-integral solutions for a class of 2D systems with local degeneracies. M.Bentaiba, M.Benkaddour, L.Chetouani and T.F.Hammaun. J.Phys.I France 4 (1994) 7-27.
66. Simulation and optimization of cyclic activation analysis of short-lived isotope with 14 MeV neutron generators. Biological Trace element Research: GNSchrauzer, 1994 by Humana Press Inc.
67. Feynman-Kleinert treatment of a class of Harmonic-Oscillation. M.Bentaiba, L.Chetouani and T.F.Hammaun. Z. Naturforsch. 47 (1992) 1013-1016.

• Articles on ARXIV (http://lanl.arxiv.org/):

1. Diagonals of rational functions, pulledbacked ₂F₁ hypergeometric functions and modular forms. Y. Abdelaziz, S. Boukraa, C. Koutschan, JM. Maillard. J. arXiv:1805.04711v1 [math-ph]. 2018.
2. Inverse contour representation as a solution of the rotating Morse potential. SA.Yahiaoui and M.Bentaiba. arXiv: math-ph/1201.2372.
3. Resolve operator transformation and bound-state solutions for confluent Natanzon potentials.SA.Yahiaoui and M.Bentaiba. arXiv: math-ph/0908.2293.
4. Pseudo-Hermiticity and weak pseudo-Hermiticity: equivalence of complementarity and the coordinate transformations in position-dependent mass. SA.Yahiaoui and M.Bentaiba. arXiv: math-ph/0902.0348.
5. Exactly solvable potentials by SO(2.2) dynamical algebra. SA.Yahiaoui and M.Bentaiba. arXiv: math-ph/0711.2265.
6. New solvable shape-invariant potential for position-dependent mass. SA.Yahiaoui and M.Bentaiba. arXiv: math-ph/0704.3425.

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