[1] | Maruyama, T. (1966), “On two dimensional dislocation in an infinite and semi-infinite medium”, Bull. earthquake res. inst., tokyo univ., 44, part 3, pp. 811-871. |
[2] | Rybicki, K., (1971), “The elastic residual field of a very long strike-slip fault in the presence of a discontinuity”. Bull. Seis. Soc. Am., 61, 79-92, 1971. |
[3] | Rybicki, K. (1973), “Static deformation of a multilayered half-space by a very long strike-slip fault”, Pure and Applied Geophysics, 110, p-1955-1966. |
[4] | Mukhopadhyay, A. et.al. (1984), “On two interacting creeping vertical surface breaking strike-slip fault in the lithosphere,”. Bull. Soc. Earthq. Tech., vol. 21, pp. 163-191. (with P. Mukherjee). |
[5] | Mukhopadhyay, A. et al (1986), On two Aseismically creeping and interacting buried vertical strike-slip faults in the lithosphere. Bull. Soc. Earthquake Tech., vol.23, pp. 91. |
[6] | S. Sen, S.K. Debnath (2012), “A Creeping vertical strike-slip fault of finite length in a viscoelastic half-space model of the Lithosphere”. International Journal of Computing. Vol-2, Issue-3, p-687-697. |
[7] | S.K. Debnath, S. Sen (2013), “Aseismic ground deformation in a viscoelastic layer overlying a viscoelastic half-space model of the lithosphere-asthenosphere system”. Geosciences, Vol-2 No-3 P-60-67. |
[8] | S.K. Debnath, S. Sen (2013), “Two interacting creeping vertical rectangular strike-slip faults in a viscoelastic half-space model of the lithosphere”. International Journal of Scientific & Engineering Research, vol-4, Issue-6, p-1058-1071. |
[9] | S.K. Debnath, S. Sen (2013), “Pattern of stress-strain accumulation due to a long dip-slip fault movement in a viscoelastic layer over a viscoelastic half-space model of the lithosphere–asthenosphere system”. International journal of Applied Mechanics and Engineering. Vol-18, No-3. P-653-670. |
[10] | Debnath, P. and Sen, S. (2014), “Creeping Movement across a Long Strike-Slip Fault in a Half Space of Linear Viscoelastic Material Representing the Lithosphere- Asthenosphere System”. Frontiers in Science 2014, 4(2): 21-28. |
[11] | Debnath, P. and Sen, S. (2015), “A Vertical Creeping Strike Slip Fault in a Viscoelastic Half Space under the Action of Tectonic Forces Varying with Time”. IOSR Journal of Mathematics (IOSR-JM) e-ISSN: 2278-5728, p-ISSN: 2319-765X. Volume 11, Issue 3 Ver. I (May - Jun. 2015), PP 105-114 www.iosrjournals.org. |
[12] | Debnath, P. and Sen, S. (2015), “A Finite Rectangular Strike Slip Fault in a Linear Viscoelastic Half Space Creeping Under Tectonic Forces”. International Journal of Current Research Vol. 7, Issue, 07, pp.18365-18373, July, 2015. |
[13] | Mukhopadhyay, et. al. (1980). “On Stress Accumulating in a Viscoelastic Litho-sphere Containing a Continuously Slipping Fault”, Bull. Soc. Earthq. Tech. 17, 1, 1-10. |
[14] | Kasahara, K. (1981), “Earthquake Mechanics”, Cambridge University Press. |
[15] | Fowler, A. C. (1983), “On the Thermal State of the Earth’s Mantle”, J. Geophysocs, 53, 42-51. |
[16] | Aki, K. (1967), “Scaling Law of Seismic Spectrum.”, JGR, vol 72, Mo. 4. |
[17] | Bullen, K. E. (1963). “An Introduction to the Theory of Seismology”. Cambridge Univ. Press., London, 381pp. |
[18] | Cathles III, L. M. (1975). “The viscoelasticity of the Earth’s mantle”. Princeton University Press, Princeton, N.J. |
[19] | Chift, P., Lin, J. and Barcktiausen, U. (2002). Marine and Petroleum Geology: 19, 951-970. |
[20] | Karato, S. (2010). “Rheology of the Earth’s mantle”. A historical review Gondwana Research, vol. 18, Issue-1. |
[21] | Bullen, K. E. and Bolt, B. (1987). “An Introduction to the Theory of Seismology”. Cambridge Univ. Press., London. |