Ashfaque H. Bokhari
Affiliations: | Mathematical Sciences Department | King Fahd University of Petroleum and Minerals (Saudi Arabia) |
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Bokhari AH, Kara AH, Zaman FD, et al. (2020) On the symmetry and conservation law classification of the de Sitter–Schwarzschild metric and the corresponding wave and Klein–Gordon equations International Journal of Geometric Methods in Modern Physics. 2050172 |
Al-Ali US, Bokhari AH. (2020) Exact vacuum solutions to modified Einstein field equations in f(R) gravity Modern Physics Letters A. 35: 2050205 |
Hussain T, Akhtar SS, Bokhari AH. (2020) A study of energy conditions in non-static spherically symmetric spacetimes via Noether symmetries Journal of Mathematical Analysis and Applications. 483: 123574 |
Khan F, Hussain T, Bokhari AH, et al. (2020) Non-static spherically symmetric spacetimes and their conformal Ricci collineations Arabian Journal of Mathematics. 9: 393-400 |
Al-Ali US, Bokhari AH, Hussain T, et al. (2020) The relativistic heat equation on flat Friedman spacetime Indian Journal of Physics. 1-6 |
Bokhari AH, Kara AH, Gadjagboui B, et al. (2019) Symmetries and conservation laws of some asymptotically symmetric spacetimes of interest in gravitational waves International Journal of Geometric Methods in Modern Physics. 16: 1950152 |
Shabbir G, Hussain F, Ramzan M, et al. (2019) A note on classification of spatially homogeneous rotating space-times in f(R) theory of gravity according to their proper conformal vector fields International Journal of Geometric Methods in Modern Physics. 16: 1950111 |
Kara AH, Alqurashi B, Bokhari AH. (2019) ‘Approximate’ conservation laws of some nonlinear Schrödinger equation involving a spatially extended system consisting of two coupled elements Optik. 184: 265-270 |
Akhtar SS, Hussain T, Bokhari AH. (2018) Positive Energy Condition and Conservation Laws in Kantowski-Sachs Spacetime via Noether Symmetries Symmetry. 10: 712 |
Hussain T, Khan F, Bokhari AH, et al. (2018) Classification of Kantowski–Sachs metric via conformal Ricci collineations International Journal of Geometric Methods in Modern Physics. 15: 1850006 |