1. E. Hopf (1952). Statistical hydrodynamics and functional calculus. J. Rotational Mech. Anal, 1, 87-123.
2. R. Kraichanan (1959). Distribution functions in the statistical theory of covective MHD turbulent flow. J. Fluid Mech, 5, 497.
3. Edward (1964). Edward, The statistical dynamics of homogeneous turbulence J. Journal of Fluid Mechanics, 18(2), 239-273.
4. J. Herring (1965). Self-consistent field approach to turbulence theory, Phys. The Physics of Fluids, 8(12), 2219-2225.
5. Ta-You (1966). Kinetic Theory of Gases and Plasma. Addision Wesley Phlelishing
6. T. Lundgren (1967). Hierarchy of coupled equations for multi-point turbulence velocity distribution functions. Phys. Fluid, 10
7. T. Lundgren (1969). Hierarchy of coupled equations for multi-point turbulence velocity distribution functions. Phys. Fluid, 12
8. N. Kishore (1978). Distribution functions in the statistical theory of MHD turbulence of an incompressible fluid. J. Sci. Res. J. Sci. Res., BHU, 28(2), 163.
9. S. Pope (1979). The statistical theory of turbulence flames. Phil. Trans Roy. Soc. London A, 291
10. S. Pope (1981). The transport equation for the joint probability density function of velocity and scalars in turbulent flow. Phys. The Physics of Fluids, 24(4), 588-596.
11. W. Kollman,J. Janica (1982). The transport equation for the probability density function of a scalar in turbulent shear flow. Phys. Fluid, 25
12. N. Kishore,S. Singh (1984). Transport equation for the bivariate joint distribution function of velocity and temperature in turbulent flow. Bull. Tech. Univ. Bull. Tech. Univ. Istambul, 37, 91-100.
13. N. Kishore,S. Singh (1985). Transport equation for the joint distribution function of velocity, temperature and concentration in convective turbulent flow. Prog. of Maths, 19(1&2), 13-22.
14. T. Dixit,B. Upadhyay (1989). Distribution functions in the statistical theory of MHD turbulence of an incompressible fluid in the presence of the Coriolis force. Astrophysics and Space Science, 153(2), 297-309.
15. M. Sarker,N. Kishore (1991). Distribution functions in the statistical theory of convective MHD turbulence of an incompressible fluid. Astrophysics and Space Science, 181(1), 29-42.
16. M. Sarker,N. Kishore (1999). Distribution functions in the statistical theory of convective MHD turbulence of an incompressible fluid. BHU India, 1-2.
17. M (2004). A K., Azad and M S A Sarker, Statistical theory of certain distribution functions in MHD turbulence in a rotating system in presence of dust particles Rajshahi university studies Part -B J. Sci, 32, 193-210.
18. M. Sarker,M. Azad (2004). Decay of MHD turbulence before the final period for the case of multi-point and multi-time in a rotating system. Rajshahi. University Studies. Part-B, J. Sci, 32, 177-192.
19. M. Sarker,M. Azad (2006). Decay of temperature fluctuations in homogeneous turbulence before the final period for the case of multi-point and multi-time in a rotating system. Bangladesh. J. Sci. & Ind. Res, 41(3-4), 147-158.
20. M. Islam,M. Sarker (2007). Distribution functions in the statistical theory of MHD turbulence for velocity and concentration undergoing a first order reaction. Rajshahi university studies. Part-B. J. Sci. Rajshahi university studies. Part-B. J. Sci, 35
21. M. Azad (2009). M. A. Aziz and M. S. A. Sarker, First order reactant in Magneto-hydrodynamic turbulence before the final Period of decay in presence of dust particles in a rotating System. J. Phy. Sci, 13, 175-190.
22. M. Azad (2009). M. A. Aziz and M. S. A. Sarker, First order reactant in MHD turbulence before the final period of decay in a rotating system. J. Mech. Contin. & Math. Sci, 4(1), 410-417.
23. M. Aziz,M. Azad,M. Sarker (2009). First order reactant in Magnetohydrodynamic turbulence before the final period of decay for the case of multi-point and multi-time in a rotating system. Res. J. Res. J. Math. & Stat, 1(2), 35-46.
24. M. Aziz,M. Azad,M. Sarker (2010). Statistical Theory of Certain Distribution Functions in MHD Turbulent Flow Undergoing a First Order Reaction in Presence of Dust Particles. Journal of Modern Mathematics and Statistics, 4(1), 11-21.
25. M. Aziz,M. Azad,M. Sarker (2010). Statistical Theory of Distribution Functions in Magneto-hydrodynamic Turbulence in a Rotating System Undergoing a First Order Reaction in Presence of Dust Particles, Res. J. Mathematics and Statistics, 2(2), 37-55.
26. M. Aziz,M. Azad,M. Sarker (2010). First order reactant in MHD turbulence before the final period of decay for the case of multi-point and multitime in a rotating system in presence of dust particle. Res. J. Res. J. Math. & Stat, 2(2), 56-68.
27. Mak Azad,M. Aziz,Ms Sarker (2011). M. A. Aziz and M. S. A. Sarker, Statistical Theory of certain Distribution Functions in MHD Turbulent flow for Velocity and Concentration Undergoing a First Order Reaction in a Rotating System. Bangladesh Journal of Scientific and Industrial Research, 46(1), 59-68.
28. M. Azad,M. Molla,M. Rahman (2012). Transport Equatoin for the Joint Distribution Function of Velocity, Temperature and Concentration in Convective Tubulent Flow in Presence of Dust Particles, Res. J. Appl. Sci. Res. J. Appl. Sci. Engng. &Tech, 4(20), 4150-4159.
29. M. Bkar Pk,M. Azad,M. Sarker (2012). M. A. K. Azad and M. S. A Sarker, First-order reactant in homogeneou dusty fluid turbulence prior to the ultimate phase of decay for four-point correlation in a rotating system. Res. J. Res. J. Math. & Stat, 4(2), 30-38.
30. M. Bkar Pk,M. Azad,M. Sarker (2013). M. A. K. Azad and M. S. A Sarker, First-order reactant in homogeneous turbulence prior to the ultimate phase of decay for four-point correlation in presence of dust particle. Res. J. Appl. Sci. Res. J. Appl. Sci. Engng. & Tech, 5(2), 585-595.
31. M. Bkar Pk,M. Sarker,M. Azad (2013). M. S. A. Sarker and M. A. K. Azad, Homogeneous turbulence in a first-order reactant for the case of multi-point and multi-time prior to the final period of decay in a rotating system. Res. J. Appl. Sci. Res. J. Appl. Sci., Engng. & Tech, 6(10), 1749-1756.
32. M. Bkar Pk,M. Azad,M. Sarker (2013). M. A. K. Azad and M. S. A Sarker, Decay of dusty fluid MHD turbulence for fourpoint correlation in a rotating System. J. Sci. J. Sci. Res, 5(1), 77-90.
33. M. Azad,M. Molla,M. Rahman (2014). Transport Equatoin for the Joint Distribution Functions in Convective Tubulent Flow in Presence of Dust Particles undergoing a first order reaction. Rajshahi University Journal of Science and Engineering, 41, 2014.
34. M. Molla,M. Azad,M. Rahman (2013). Transport equation for the joint distribution functions of velocity, temperature and concentration in convective turbulent flow in presence of coriolis force, Int. J. Scholarly Res. Int. J. Scholarly Res. Gate, 1(4), 42-56.
35. M. Azad,Mst. Mumtahinah (2014). Mst. Mumtahinah, Decay of Temperature fluctuations in dusty fluid homogeneous turbulence prior to the ultimate period in presence of coriolis force, Res. J. Appl. Sci. Engng. and Tech, 7(10)
36. M. Azad (2014). M. N. Islam and Mst. Mumtahinah, Transport Equations of Threepoint Distribution Functions in MHD Turbulent Flow for Velocity, Magnetic Temperature and Concentration, Res. J. Appl. Sci. Engng. and Tech, 7(24), 5184-5220.
37. M. Azad,M. Islam (2014). Transport Equations of Three Point Distribution Functions in MHD Turbulent Flow for Velocity, Magnetic Temperature and Concentration in a Rotating System, Int. J. Scholarly Res. Gate, 7(3), 75-120.
38. M. Islam,M. Azad (2014). Transport equations of three-point distribution functions in MHD turbulent flow for velocity, magnetic temperature and concentration in presence of dust particles, Int. J. Scholarly Res. Int. J. Scholarly Res. Gate, 2(4), 195-240.
39. M. Bkar Pk,A. Malek,M. Azad (2015). Effects of first-order reactant on MHD turbulence at fourpoint correlation. Applied and Computational Mathematics, 4(1), 11-19.
40. M. Azad,Mst Mumtahinah,M. Bkar Pk (2015). Mst. Mumtahinah, and M. A. Bkar Pk, Transport equation for the joint distribution functions of certain variables in convective dusty fluid turbulent flow in a rotating system under going a first order reaction. American Journal of Applied Mathematics, 3(1), 21-30.
41. M. Bkar Pk,A. Malek,M. Azad (2015). point correlations of dusty fluid MHD turbulent flow in a 1st order reaction. Global J. of Science Frontier Research, 1(2), 53-69.