1. M. Singh and J. Defroges (2000), A theory of excitons in the presence and absence of disorder for spatially separated electron and holes in nanostructures. SOLID STATE COMMUN. 116, 345-348
2. M. Singh and A. Botha (2000), A theory of charge transport due to electron-hole recombination in type II semiconductor quantum well devices. PHYSICA STATUS SOLIDI b222, 569-584
3. M. Singh and A. Botha (2000), Activation less electron and hole recombination rate in semi metallic semiconductor quantum wells. Solid State Comm. 115, 625-629.
4. Yudson VI and M. Singh (1999), Electron scattering at a center with phonon degree of freedom. Phys. Lett. A264, 198-201.
5. V.I. Yukalov, M.G. Cottam and M. Singh (1999), Nonlinear spin dynamics in ferromagnets with electron-nuclear coupling. Phys Rev. B 60, 1227-1237.
6. V.I. Yukalov, M.G. Cottam and M. Singh (1999), Nonlinear dynamics of nuclear -electron spin processes in ferromagnets. J. APPL. PHYS. 85, 5627-5629.
7. M. Grigorescu and M. Singh (1999), Macroscopic quantum coherence in antiferromagnetic chain at a finite temperature. PHYS REV. B 59, 6013-6013.
8. V.I. Yukalov, E.P. Yukalova and M. Singh (1999), Anomalous transient current in non-uniform semiconductors. PHYS REV. B 59, 1O111-10118.
9. M. R. Singh (1999), Actvationless electron and hole recombination rate in semimetallic semiconductor quantum wells. . PHYSICS OF SEMICONDUCTORS (World Scientific, 1999) edited by D. Gershoni, page 304-308.
10. Shik and M. Singh, (1998), Electronic properties of semimetallic heterojunctions. PHYS. STAT. SOLIDI A168, 195-208.
11. W. Lau, V. I. Yudson, and M. Singh (1998), The study of the lattice gas model of electron-hole coupling in disordered semiconductors. PHYS. LETT. A 250, 196-200.
12. M. Singh(1998), Phonon Conductivity and Relaxation Rate in Solids with Harmonic Disturbances by the Greens Function Method. IC/80/137, (I.C.T.P., Trieste, Italy).
13. V. I. Yudson and M. Singh (1998), A lattice gas model for electron-hole coupling in disordered media. Phys. Rev. B 58, 16202-16208.
14. R.B. Thompson and M. Singh (1998), Small polarons variable range hopping in quasi-two dimensional materials: Application to PBCO. Phil. Mag. B79, 63-75.
15. W. Lau and M. Singh (1998), Activationless generation-recombination current in semimetallic heterostructures: application to InAs/GaSb. J. PHYS.: Cond. Matter 10, 4357-4266.
16. M. Singh and S. B. Barrie (1998), Magnon specific heat in quasi-two dimensional antiferromagnetic materials. Application to Y-Ba-Cu-O and La-Cu-O oxide superconductors. Phyd. Stat. Solidi B205, 611-617.
17. R.B. Thompson and M. Singh (1997), Magneteto-conductance due to variable range hopping in quasi-two dimensional systems: application to Pr-Ba-Cu-O compounds. PHYS. REV. B 57, 1284-1291.
18. M. Singh and W. Lau (1997), Polariton spontaneous emission superrradiance in III-V semiconductors. J. PHYS. LOW-DIM. STR. 11/12,117-124.
19. M. Singh and S.B. Barrie (1997), Calculation of Neel temperature in quasi-two dimensional antiferromagnetic solids: Application to La-Cu-O high temperature superconductor. SOLID STATE COMM. 105, 204-210.
20. M. Singh and W. Lau (1997), Polariton band structure in III-V semiconductors doped with an ordered chain of identical two-level quantum dots or quantum wells. J. Phys. Low-Dim. Str. 11/12, 13-18.
21. M. Singh, A. Shik and W. Lau (1997), A theory of generation and recombination in semimetallic heterostructures: Application to InAs-GaSb, J. Phys. Low-Dim. Str. 11/12, 49-56.
22. M. Singh and W. Lau (1997), Polariton spontaneous emission superrradiance and polariton impurity bands in III-V semiconductors. Phys. Lett. A231, 115-122.
23. Rupasov V. and M. Singh (1997), Two atom problem and polariton-impurity band in dispersive media and photonic band materials. Phys. Rev. A56, 898-904.
24. M. Singh and W. Lau (1997), Polariton spontaneous effective mass and spectral density in III-V semiconductors doped with an ordered chain of identical atoms. PHYS. STATUS SOLIDI B203, 401-409.
25. R. B. Thompson and M. Singh (1997), Electric field dependent variable range hopping conduction in Pr/Ba/Cu/O compound. PHIL. MAG. B75, 293-302.
26. Rupasov V. and M. Singh (1996), Quantum gap solitons in dispersive media. PHYS. REV. LETT. 77,338-341.
27. Rupasov V. and M. Singh (1996), Quantum gap solitons and soliton pinning in dispersive media and photonic gap materials: Bethe-Ansatz. PHYS. REV. A54, 3614-3625.
28. M. Singh and R. B. Thompson (1996), The effect of electron-electron interaction on the electric field dependent variable range hopping conduction in quasi-low dimension systems. Phys. Status Solidi B197, 65-72.
29. Rupasov V. and M. Singh (1996), Polariton-atom bound state in dispersive media. PHYS. LETT. A 222, 258 -262.
30. Singh, M. (1996), Temperature and electric field dependent variable range hopping conduction in high temperature superconductors S/N/S junctions. Mat. Sc. Forum 224,331-340
31. Rupasov V. and M. Singh (1996), Hidden s of quantum system with nonlocal coupling. J. PHYS. A29, L205-209.
32. Singh, M., R. B. Thompson and O. Dumas (1996), Electric field dependent variable range hopping conductance in quasi-two dimensional systems: application to PrBa2Cu3O7-x based S/N/S junctions. PHYS. REV. B 53, 6806-6810.
33. W. Lau and M. Singh (1996), The effect of anisotropy on magneto-optics of type II semiconductor superlattices. Phys. Status Solidi b. 193, 269-280, 1996.
34. W. Lau and M. Singh (1996) The effect of anisotropy on the semiconductor to semimetal transition in type II semiconductor superlattices. Solid State Commun. 100, 359-363.
35. M.Singh, Y. Tarutani and K. Takagi (1995), Dynamics of Carrier hopping in exponential band tails of quasi-two dimensional systems in electric filed. PHYS. STATUS SOLIDI b189, 499-508.
36. R. Singh and M.Singh (1995), Magnetic correlation length in oxide superconductors. Physica C235-240, 1553-1554.
37. Singh, M. (1995), Transient behavior of carrier in band tails of quasi-one dimensional systems. Solid State Commun. 94, 793-797.
38. R. Singh and M. Singh (1995), Magnetic correlation length for undoped and lightly doped La/Sr/Cu/O. Phys. Rev. B 51, 6754-6757.
