Curriculum Vitae MERAD  Mahmoud

Researcher identity

Google Scholar: Link

ReaserchGate: Link

ORCID: Link

Education

Ph.D.’s degree in theoretical physics

Master’s degree in theoretical physics

License’s degree in theoretical physics

Teaching modules

Teaching in Graduation

SEP235, classical mechanics 4th year (Physical license)

SEP236, quantum mechanics 4th year (Physics license)

SEM323, (Maths License) 4th Year

SEP239, Wave vibrations and optics 2nd year (Physics license)

SEP201, Analytical mechanics 2nd year (D.E.S physics)

Electricity, 1st year (SETI)

Physics, 1st year (LMD)

Physics, 1st year (GTU)

Complex Analysis, Maths 3rd Year (D.E.S Physics)

Quantum mechanics, 2nd year (D.E.S, Physics)

Analysis II, 2nd year (D.E.S; Physics)

Quantum mechanics II, 3rd year (D.E.S) and LMD

Group theory 4th year physics

Atomic physics 2nd year SETI

Mechanics 1st year physical license LMD

Waves and vibrations, 2nd year license in physics LMD

Relativity, 3rd year physical license LMD

Didactics of physics 1st year Master

Particle physics 3rd year LMD

Statistical physics 3rd year LMD

Mathematical methods for physics

Quantum mechanics, 1st year Master

Post-Graduation Teaching

Quantum Field Theory,

Relativistic and non-relativistic quantum mechanics

Gauge Theory

International publications

1)Exact path integral treatment for step potential in relativistic two component theory.  T Boudjedaa, L Chetouani and M. Merad, IL NUOVO CIMENTO, 114 B,(1999) 1261

2) Boundary conditions for one-dimensional Feshbach-Villars equation M.Merad, L. Chetouani and A.Bounames,Physics Letters A.vol.267 (2000) ,225

3) Path integral for the coulomb problem in the Feshbach-Villars formalism M. Merad T. Boudjedaa, and L Chetouani, Chinese journal of physics , 38(2000) 1019

4) Exact path integral for a neutron in the magnetic field of a line current M. Merad T. Boudjedaa, and L Chetouani, Journal of the Korean Physical Society, 38 (2001)

5) Path integral treatment for spinless relativistic equation in the two component theory. M. Merad, T. Boudjedaa, and L Chetouani, Turkish Journal of physics, 25,(2001) 159

6) Particle on conical surface, M. Merad, T. Boudjedaa, and L Chétouani, European Physical Journal C, 26 (2002) 299

7) Solution of Duffin-Kemmer-Petiau equation for the step potential. L.Chetouani, M.Merad, T.Boudjedaa and A.Lecheheb. International Journal of Theoretical Physics 43(2004) 1147

8) Non Commutative Green function for Feshbach-Villars equation. L.Chetouani, M.Merad, T.Boudjedaa and A.Lecheheb. Acta Physica Slovaca vol 55 (2005) 379

9) Propagator via Bohm Mechanics », A.Tilbi and M.Merad , Publications de l’université de Haute Alsace,France 2006

10)Duffin-Kemmer-Petiau Green Function For Spin 0 And 1 In Barrier Potential. B.Boutabia-Cheraitia, T.Boudjedaa and M.Merad, Publications de l’université de Haute Alsace,France 2006

11) Quantization on the circle. M.Merad, Canadian journal of physics . 84(2006) 335

12) DKP particle in time-dependent, M. Merad, H. Bada and A. Lecheheb, Czechoslovak Journal of Physics, 56( 2006) 765

13)  Path integral treatment for a Coulomb system constrained on D-dimensional sphere and hyperboloid. 322 ( 2007)1233, Annals of Physics. A. Lecheheb, M. Merad and T. Boudjedaa

14) The Kanai–Caldirola propagator in the de Broglie–Bohm theory, A Tilbi, T Boudjedaa, M Merad and L Chetouani , Physica scripta . 75 (2007) 474

15) Wave functions for a Duffin-Kemmer-Petiau particle in a time-dependent potential, M. Merad and S. Bensaid, Journal of math physical. 48 (2007) 073515

16) DKP Equation with Smooth Potential and Position-Dependent Mass, M.Merad International journal of theoretical Physics 46 (2007) 2105

17) The DKP oscillator in a noncommutative space, M. Falek and M. Merad Communication in Theoretical Physics 50(2008) 587

18) The time-dependent linear potential in the presence of minimal length, M. Falek and M M. Merad , Physica scripta. 79 (2009) 015010

19) Bosonic  oscillator in the presence of minimal lengths, M. Falek and M. Merad.  : Journal of Math physics . 50 (2009) 023508

20) Generalization of Bosonic  oscillator in the presence of minimal lengths, M. Falek and M. Merad. :Journal of Math physics . 51 (2010) 033516

21) Duffin-Kemmer-Petiau equation in Robertson-Walker space-time, M. Falek and M. Merad., Central European Journal of Physics, 8(2010)408

22) Exact Solution to the Scalar DKP Equation in (1+3)-dimensional Robertson–Walker Space-Time, M. Falek and M. Merad. International Journal of Modern Physics A , 25,  (2010) 2747

23) Spinless Relativistic Particle in the Presence of, A Minimal Length, M. Merad, F. Zeroual and H. Benzair  Electronic Journal of Theoretical Physics 7 (2010) 41

24) Relativistic oscillators in a Non Commutative space: Path integral appraoch.H.Benzair, M. Merad., T.Boudjedaa and A.Makhlouf, Zeitschrift für Naturforschung A. Vol. 67a (2012)

 25) Relativistic equation in electromagnetic fields with a generalized uncertainly principle,M. Merad , F. Zeroual and M. Falek, Modern PhysicsLetters A, Vol 27,15  (2012) 1250080

26) Path Integral for Dirac oscillator with generalized uncertainty principle. . H.Benzair,T.Boudjedaa and M. Merad;   Journal of Math physics  53, 123516 (2012)

27) Duffin-Kemmer-Petiau Equation in curved space-time, M. Falek and M. Merad,.  AIP Conference Proceedings 8 1444 (1),367-369 (2012) http://dx.doi.org/10.1063/1.4715455                                                                                      

28) Spinorial Relativistic Particle in the Presence of A Minimal Length, F. Zeroual  and M. Merad,    AIP Conference Proceedings 8 1444 (1), 453-456 (2012); http://dx.doi.org/10.1063/1.4715475

29)  Noncommutative Path Integral for Spinless Relativistic Equation in the Two-Component Theory ; H Benzair, M Merad, T Boudjedaa,  Modern Physics Letters A 28 (32) 2013

30) Path integral of a relativistic spinning particle in (1+ 1) dimension with vector and scalar linear potentials in the presence of a minimal length, H Benzair, M Merad, T Boudjedaa, International Journal of Modern Physics A 29 (07)2014

31) Klein Paradox for the Bosonic Equation in the Presence of Minimal Length

M Falek, M Merad, M Moumni, Foundations of Physics, Found Phys ;45:507 (2015)

32) Particles of Spin Zero and 1/2 in Electromagnetic Field with Confining Scalar Potential in Modified Heisenberg Algebra, A Tilbi, M Merad, T Boudjedaa, Few-Body Systems 56 (2-3), 139-147(2015)

33) On Fractional Duffin–Kemmer–Petiau Equation,   N Bouzid, M Merad, D Baleanu , Few-Body Systems 57 (4), 265-273 .(2016)

34)  Space–time transformation for the propagator in de Broglie–Bohm theory A Tilbi, T Boudjedaa, M Merad,  Pramana 87 (5), 66 (2016)

35) Propagator of Dirac oscillator in 2D with the presence of the minimal length uncertainty  H Benzair, T Boudjedaa, M Merad, The European Physical Journal Plus 132 (2), 94 (2017)

36) Duffin–Kemmer–Petiau oscillator with Snyder-de Sitter algebra M Falek, M Merad, T Birkandan , Journal of Mathematical Physics 58 (2), 023501 (2017)

37) Space-Time Fractional DKP Equation and Its Solution, N.Bouzid, M Merad,  Few-Body Systems 58 (3), 131 (2017)

38) Energy-dependent harmonic oscillator in noncommutative space: A path integral approach,  A Benchikha, M Merad, International Journal of Modern Physics A 32 (32), (2017)1750194

 39)Energy-dependent harmonic oscillator in noncommutative space A Benchikha, M Merad, T Birkandan, Modern Physics Letters A 32 (20), (2017)  1750106

40) Electron propagator with vector and scalar energy-dependent potentials in (2+1)-dimensional space–time, H Benzair, M Merad, T Boudjedaa, International Journal of Modern Physics A, (2018)1850186

41) Schwinger mechanism on de Sitter background B Hamil, M Merad, International Journal of Modern Physics A 33 (30), (2018) 1850177

42) Dirac and Klein-Gordon oscillators on anti-de Sitter space B Hamil, M Merad, The European Physical Journal Plus 133 (5), (2018) 174

43) Relativistic Oscillators in Generalized Snyder Model,  MH Moussa and M Merad,   Few-Body Syst 59, 44 (2018)

44) Exact Solution of Klein–Gordon and Dirac Equations with Snyder–de Sitter Algebra, M Merad  and  MH Moussa, Few-Body Systems 59 (1), 5  (2018)

45) Bosonic oscillator under a uniform magnetic field with Snyder-de Sitter algebra; M Falek, M Merad, M Moumni; Journal of Mathematical Physics 60 (1), 013505(2019)

46) Dirac Equation in the Presence of Minimal Uncertainty in Momentum, B Hamil and  M Merad, Few-Body Systems 60 (2), 36( 2019)

47) Applications of the extended uncertainty principle in AdS and dS spaces, B Hamil, M Merad, T Birkandan, The European Physical Journal Plus 134 (6), 278, (2019)

48) Fermionic Schwinger model for spinning Feshbach–Villars particle in magnetic field, T Boudjedaa, M Merad; International Journal of Modern Physics A 34 (19), 1950101(2019)

49) Bosonic Oscillator on the de Sitter and the Anti-de Sitter Spaces. MH Moussa, M Merad, A Merad, Few-Body Systems 60 (3), 53 (2019)

50) DKP Equation with Energy Dependent Potentials; O Langueur, M Merad, B Hamil, Communications in Theoretical Physics 71 (9), 1069 (2019).

51) Relativistic oscillators in new type of the extended uncertainty principle, A Merad, M Aouachria, M Merad, T Birkandan; International Journal of Modern Physics A 34 (32), 1950218 (2019)

52)Bosonic Schwinger model for spinning Feshbach–Villars particle in step potential T Boudjedaa, M Merad

International Journal of Modern Physics A 35 (04), 2050010(2020)

53)Pair creation in curved Snyder space B Hamil, M Merad, T Birkandan International Journal of Modern Physics A 35 (04), 2050014(2020)

54)Spinless Relativistic Particle in the Presence of Minimal Uncertainty in the Momentum A Merad, M Aouachria, M Merad Few-Body Systems 61, 1-10(2020)

55)Erratum:“Bosonic oscillator under a uniform magnetic field with Snyder-de Sitter algebra”[J. Math. Phys. 60, 013505 (2019)] M Falek, M Merad, M Moumni Journal of Mathematical Physics 61 (6), 069901(2020)

56)The Duffin-Kemmer-Petiau oscillator in the presence of minimal uncertainty in momentum B Hamil, M Merad, T Birkandan Physica Scripta 95 (7), 075309(2020)

57)Exact Solutions of the DKP Oscillator in 3D Spaces with Extended Uncertainty Principle M Falek, M Moumni, M Merad arXiv preprint arXiv:2006.15593(2020)

58) Relativistic oscillators in the context of MS noncommutative model B Hamil, A Merad, M Merad

Europhysics Letters 131 (1), 10003(2020

59)The Effects of the Modified (Anti-) Snyder Model on the Thermodynamic Properties of an Ideal Gas B Hamil, M Merad, T Birkandan International Journal of Thermophysics 41, 1-14(2020

60) Path integral for quantum dynamics with position-dependent mass within the displacement operator approach H Benzair, M Merad, T Boudjedaa Modern Physics Letters A 35 (30), 2050246(2020)

61) Bound-state solutions of the two-dimensional Dirac equation with Aharonov–Bohm-Coulomb interaction in the presence of extended uncertainty principle B Hamil, M Merad, T Birkandan Physica Scripta 95 (10), 105307(2020)

62) Path integral approach to the D-dimensional quantum mechanics of the nonrelativistic Snyder–de Sitter model H Benzair, T Boudjedaa, M Merad International Journal of Modern Physics A 35 (28), 2050180(2020)

63) Feshbach–Villars equation in a -Minkowski spacetime B Hamil, M Merad Modern Physics Letters A 35 (37), 2050307(2020)

64) Effects of extended uncertainty principle on the relativistic Coulomb potential B Hamil, M Merad, T Birkandan

International Journal of Modern Physics A 36 (03), 2150018(2021)

65)Three-dimensional DKP oscillator in a curved Snyder space B Hamil, M Merad, T Birkandan

International Journal of Modern Physics A 36 (08n09), 2150058(2021)

66) Particle creation in the context of the emergent universe B Hamil, M Merad, T Birkandan

Revista mexicana de física 67 (2), 219-225(2021)

67) Coulomb potential in the presence of minimal uncertainty in momentum B Hamil, M Merad

Indian Journal of Physics 95, 1079-1084(2021)

68) A Two-Body Problem for a Class of Coupling Potentials with Harmonic Oscillator Interaction in Noncommutative Phase Space: Path Integral Approach ,H Benzair, M Merad, T Boudjedaa

Few-Body Systems 62, 1-10(2021)

69) The GUP for non-relativistic Feynman propagator with energy-dependent mass H Benzair, T Boudjedaa, M Merad International Journal of Geometric Methods in Modern Physics 18 (08), 2130002 (2021)

70) DKP equation with smooth barrier O Langueur, M Merad, A Rassoul International Journal of Modern Physics A 36 (26), 2150187(2021)

71) The Dunkl–Duffin–Kemmer–Petiau Oscillator A Merad, M Merad Few-Body Systems 62, 1-12(2021)

72) Dunkl–Duffin–Kemmer–Petiau equation in (2+ 1) dimensions: The Dunkl–Bosonic oscillator spinless under Landau levels and Coulomb potential A Merad, M Merad, T Boudjedaa International Journal of Modern Physics A 37 (11n12), 225007(2022)

73) Relativistic particles in electromagnetic field with confining scalar potential in doubly special relativity D Seffai, M Merad, B Hamil Indian Journal of Physics 96 (7), 2211-2219(2022)

74) Correction to: The Dunkl–Duffin–Kemmer–Petiau Oscillator A Merad, M Merad Few-Body Systems 63 (2), 53(2022)

75) The Dunkl-Duffin-Kemmer-Petiau Oscillator (vol 62, 98, 2021) A Merad, M Merad FEW-BODY SYSTEMS 63 (2) (2022)

76) Bound states of a relativistic spinning particle in an inhomogeneous magnetic field and its thermodynamic properties H Hamdi, H Benzair, M Merad, T Boudjedaa The European Physical Journal Plus 137 (9), 1-14(2022)

Interests and Qualifications

Interests

Area of research and/or specialty: In theoretical physics and mathematical physics

– Quantification methods: Integral Path, Direct Method etc.

– Noncommutative Geometry

– Field theory via the two versions Feynman and Schwinger

– Time-dependent spinor and tensor relativistic systems

– Fractional Derivatives and Deformed Algebras

Direction of theses

– Supervised and defended master’s theses:

1) Benzair Hadjira: “Supersymmetric path integral for Feshbach-Villars” (June 2004, University of Ouargla).

2) Bada Hassan: “Semi-classical treatment for non relativistic problems

and exact solutions of relativistic problems of spin 0 and 1 »

(March 2005, Oum El Bouaghi University Center)

3) Falek Mokhtar: “Treatment of some relativistic problems and nonrelativistic in commutative and non-commutative space”

(May 2006, University Center Oum El Bouaghi)

4)Bensaid Souad: “Integral Path Formulation in the non-commutative space and in the commutative space with constraint.” (2006 Oum el Bouaghi University Center)

5) Bouhrour Nardjis: “Integral Path for the particle on the sphere” (June 2006, University of Jijel)

  6) Tiab Lamia: “Exact solution of some fundamental problems via:

-The Theory of Feshbach-Villars with two components and a case with variable mass – The theory of DKP of spin 0 and 1” (2007, University Center Oum El Bouaghi)

 Supervised and defended doctoral theses

1)- Treatment of certain problems via the Duffin-Kemmer-Petiau theory Falek Mokhtar University of jijel 13/10/2011

2)- Integral formulation of sypersmetric path in distorted relativistic quantum mechanics, Benzair Hadjira, University of jijel 07/04/2013

3) -Dynamic study of certain relativistic problems in the presence of a minimal distance, Zeroual Farida, University of Oum el Bouaghi 01/17/2013

4)- Treatment of some relativistic and non-relativistic problems with fractional derivatives, Bouzid Naima, University of Oum el Bouaghi 2017-03-19

5) -Treatment of Certain Problems of Quantum Mechanics in the Framework of Deformed Algebras, Hadj Moussa M’hamed, Oum el Bouaghi 20/06/2019.

6) Study of the dynamics of relativistic particles in interaction with a certain class of potentials

O Languor, Oum-El-Bouaghi 2020

Publications  Nationales

–Traitement du Potentiel Woods -Saxon dans la théorie relativiste à Deux Composantes, M.Merad, Annale Académie de Constantine. vol.1(A) pages 9-12,(1999).

PDF version: Short CV MERAD mahmoud
Scopus: Merad, Mahmoud