1. M. Zafar and  V. D. Sharma, Characteristic decomposition of compressible Euler equations for a non-ideal gas in two-dimensions, J.Math.Phys. (AIP, USA), 55, 093103.

   2. M. Zafar and  V. D. Sharma,  Expansion of a wedge of non-ideal gas into vacuum,  Nonlinear Analysis: Real World Applications  (Elsevier),  31 (2016) 580-592.

   3. M. Zafar,  A note on characteristic decomposition for two-dimensional Euler system in van der Waals fluids, Internat. J.  Non-Linear Mech. (Elsevier), 86 (2016) 33-36.

   4. M. Zafar and  V. D. Sharma, Classification of the Riemann problem for compressible two-dimensional Euler system in non-ideal gas,  Nonlinear Analysis: Real World Applications  (Elsevier),                       43 (2018)   245-261.

   5. H. Srivastava and M. Zafar, Three pieces Riemann problem for 2-D full Euler systemin the Noble-Abel gas, Mathematical Methods in the Applied Sciences (2022) 

   6. Priyanka and M. Zafar,  Delta Shocks and vacuum states in the Riemann solutions of Chaplygin Euler equations as pressure and magnetic field drop to zero, , Journal of Mathematical Physics (AIP,  USA) 63, 121505 (2022).

   7. H. Srivastava and M. Zafar, A note on special solutions for magnetohydrodynamics system in the van der Waals fluid, (accepted for publication in International Journal of Non-Linear Mechanics (            Elsevier)).