- Sarvesh Kumar, Neela Nataraj and A. K. Pani ( 2007),
*Finite volume element method for the incompressible miscible displacement problems in porous media ,*PAMM. Proc. Appl. Math.Mech.7, pp. 2020015-2020016. - L. Jones Doss and A. K. Pani (2006),
*Semidiscrete qualocation method for the Stefan problem,*Industrial Mathematics, Eds. Mohan C. Joshi, Amiya K. Pani and Sanjeev V. Sabnis, Narosa Publ. House, New Delhi, pp.105-120. - S. Nigam, Kannan M. Moudgalya and A. K. Pani (2006),
*Equivalent dynamic solution of an industrial HDPE slurry reactor,*ESCAPE-16/PSE-2006, Gramisch- Partenkirchen, pp. 9-13. - P. Dhanumjaya and A. K. Pani (2005),
*Finite element method for the extended Fisher- Kolmogorov (EFK) equation,Differential Equations*and Dynamical Systems, Ed. D. Bhaguna, Narosa Publ. House, New Delhi. - J. Agarwal, Kannan M. Moudgalya and A. K. Pani (2005)A
*nonlinear gas-liquid systems in the sliding motion,*Differential Equations and Dynamical Systems, Ed. D. Bhaguna, Narosa Publ. House, New Delhi. - Jyoti Agarwal, Kannan M. Moudgalya and A. K. Pani (2003),
*Sliding motion of discontinu- ous dynamical systems described by differential algebraic equations,*Proceedings of the 2002 American Control Conference, Omni Press, pp. 795-800. - Pradeepa Nair and A. K. Pani (2003),
*Semi-discrete finite element method for a class of visco- elastic problems with long memory under condition of friction,*Proceeding of Hyp2002: Ninth International Conference on Hyperbolic Problems: Theory, Numerics and Applications, Springer Verlag, pp. 745-754. - Prashant Vora, Kannan M. Moudgalya and A. K. Pani (2002),
*Control of higher index DAE system through a linear control law,*Proceedings of the 2002 American Control Conference, Anchorage, Alaska, Omni Press, pp. 465-470. - Joyti Agarwal, Kannan M. Moudgalya and A. K. Pani (2002),
*An effcient integration algo- rithm for a class of discontinuous dynamical systems in sliding motion,*Proceedings of the 2002 American Control Conference, Anchorage, Alaska, Omni Press, pp. 689-703. - Pradeepa Nair and A. K. Pani (2002),
*Finite element approximation to an evolutionary vari- ational inequality with a Volterra term,*Proceeding of the First International Conference on Industrial Mathematics in the Indian Sub-Continent, (Eds. A.H. Siddiqi and M. Ko~cvara), Kluwer Academic Press, London, pp. 317{338. - Rajen K. Sinha and A. K. Pani (1998), A
*qualocation method for hyperbolic integro-differential equations,*in the Proceedings of 4th SIAM International Conference on Mathematical and Numerical Aspects of Wave Propagation (June 1-5, 1998- Colorado School of Mines, Colorado), Ed. J. A. De Santo, SIAM Publication, Philadelphia, pp. 723{726. - A. K. Pani (1998). An
*H*in the Proceedings of 4th SIAM International Conference on Mathematical and Numerical Aspects of Wave Propagation (June 1-5, 1998- Colorado School of Mines, Colorado), Ed. J. A. De Santo, SIAM Publication, Philadelphia, pp. 648{651.^{1}-Galerkin mixed finite element method for the second order wave equations, - L. Jones T. Doss and A. K. Pani (1997),
*A qualocation method for a second order semilinear two-point boundary value problem,*Functional Analysis With Current Applications in Science, Technology and Industry, (Eds. M. Brokate and A. H. Siddiqi), Pitman Research Notes in Mathematics, pp. 128{144. - M. A. Mohammed Ali and A. K. Pani (1997),
*Mixed Finite Element Methods for Compressible Miscible Displacement Problems in Reservoir Studies,*Functional Analysis With Current Applications in Science, Technology and Industry, (Eds. M. Brokate and A. H. Siddiqi), Pitman Research Notes in Mathematics, pp. 332{352. - A. K. Pani and R. S. Anderssen (1992),
*Finite element methods for identification of parameters in parabolic problems,*CMA Proceedings of Mini-Conference on `Inverse Problems in Partial Differential Equations', Australian National University, Canberra (August 23-25, 1990). A. K. Pani and R. S. Anderssen (eds.), CMA Proceedings, 31, pp. 208-221. - A. K. Pani and R. S. Anderssen (1992),
*A priori error estimates for finite element Galerkin approximations to a free boundary problem*in polymer technology, CMA Proceedings of Mini- Conference on `Free and Moving Boundary and Diffusion Problems', Australian National University, Canberra (June 14-16, 1990), R. S. Anderssen, J.M. Hill and A. K. Pani (eds.), CMA Proceedings, 30, pp. 142-153. - A. K. Pani (1990),
*A finite element approximation to a unidimensional nonlinear ablation problem,*Proceeding of 6th International Conference on `Numerical Methods in Thermal Problems', Swansea 1989, R. W. Lewis (ed.), Peneridge Press, pp. 101-107. - A. K. Pani and P. C. Das (1990),
*Finite element approximation to a single phase quasilinear Stefan problem,*Proceedings of International Colloquium on `Free Boundary Problems : Theory and Applications'. Isree/Bavaria (West Germany) 1987, K.H. Hoffman and J. Sprekels (eds.), Pitman Research Notes in Mathematics Vol. 186, Longman Scientific & Technical Publ., pp. 582-588. - P. K. Mishra and A. K. Pani (1986),
*A method of interpolation of scattered data to a regular grid,*Proceedings of National Space Science Symposium, Guwahati University (Feb. 19-22). - P. C. Das and A. K. Pani (1986),
*An H*Proceedings of International Conference on `Methods of Functional Analysis in Approximation Theory', IIT, Bombay 1985. C.A. Micchelli, D.V. Pai and B.V. Limaye (eds.) International Series of Numerical Mathematics 76, Birkhauser Verlag Publ., 356-370.^{1}-Galerkin method for quasilinear parabolic differential equations, - A. K. Pani and P. C. Das (1985),
*C*Proceedings of International Conference on Nonlinear Mechanics, Sanghai (China), Chein Wei Zang (ed.), Science Press, Sanghai, 1186-1191.^{0}-interior-penalty Galerkin method for slightly compressible miscible displacement in porous media,