Research and publications

Sno Title
[1] Chaudhry M. Aslam and Qadir A.  Fourier transform and distributional representations of the gamma function leading to some new identities(Submitted for publication).  , 0-0, 2003.
[2] Chaudhry M. Aslam, Qadir A., and Zubair S.M.  Generalized error functions with applications to probability and heat conduction problems.  Fractional Calculus and Applied Analysis, 9(03):259-278, 2002.
[3] Chaudhry M. Aslam and Zubair S.M.  Extended incomplete gamma functions with applications.  Journal of Mathematical Analysis and Applications, 274:725-745, 2002.
[4] M. Aslam Chaudhary and S. M. Zubair.  On a class of incomplete functions with applications.  Chapman and Hall/CRC, Boca raton, Fl, 2002.
[5] Chaudhry M. Aslam, Qadir A., Boudjelkha M.T., Rafique M, and Zubair S.M.  Extended Riemanns zeta function.  Rocky Mountain Journal of Mathematics, 31(04):1237-1263, 2001.
[6] Chaudhry M. Aslam and Zubair S.M.  Extended gamma and digamma functions.  Fractional Calculus and Applied Analysis, 04(03):303-326, 2001.
[7] Boudjelkha M.T. and Chaudhry M. Aslam.  On the approximation of a generalized incomplete gamma function arising in heat conduction problems.  Journal of Mathematical Analysis and Applications, 248:509-519, 2000.
[8] Chaudhry M. Aslam.  Laplac transform of certain powers with applications.  International Journal of Mathematics and Mathematical Sciences, 2:99-102, 2000.
[9] Chaudhry M. Aslam.  Transformation of the extended gamma function with applications to astrophysical terhmonuclear functions.  Journal of Astrophysics and Space Sciences, 262:263-270, 1999.
[10] Chaudhry M. Aslam and Ahmad M.  A porbabilistic proof of the series representatin of the Macdonald function with applications.  International Journal of Mathematics and Mathematical Sciences, 21(3):463-466, 1998.
[11] Zubair S.M. and Chaudhry M. Aslam.  A unified approach to closed form solutions for moving heat source problem.  Heat and Mass Transfer, 33:415-424, 1998.
[12] Chaudhry M. Aslam, Qadir A., Rafique M., and Zubair S.M.  Extension of Eulers beta function .  Journal of Computational and Applied Mathematics, 78:19-32, 1997.
[13] Chaudhry M. Aslam and Zubair S.M.  On a connection between the generalized incomplete gamma functions and their extensions with applications.  Journal of the Australian Mathematical Society, 38:581-589, 1997.
[14] Chaudhry M. Aslam, Temme N.M., and Veling E.J.M.  Asymptotic and closed form of a generalized incomplete gamma function.  Journal of Computational and Applied Mathematics, 67:371-379, 1996.
[15] Chaudhry M. Aslam and Zubair S.M.  On an extension of generalized incomplete gamma functions with applications.  Journal of the Australian Mathematical Society, 37:392-405, 1996.
[16] Zubair S.M. and Chaudhry M. Aslam.  Temperature solutions due to time-dependent moving-line-heat sources.  Heat and Mass Transfer, 31(3):185-189, 1996.
[17] Zubair S.M. and Chaudhry M. Aslam.  Heat conduction in a semi-infinite solid due to time-dependent laser source.  International Journal of Heat and Mass Transfer, 39(14):3067-3074, 1996.
[18] Zubair S.M. and Chaudhry M. Aslam.  Non-quasi-steady analysis of heat conduction from a moving heat source.  Journal of Heat Transfer, 118(2):511-512, 1996.
[19] Chaudhry M. Aslam and Zubair S.M.  On the decomposition of generalized incomplete gamma functions with applications to Fourier transforms.  Journal of Computational and Applied Mathematics, 59(1):253-284, 1995.
[20] Zubair S.M. and Chaudhry M. Aslam.  Heat conduction in a semi-infinite solid subject to steady and non-steady periodic type ssurface heat fluxes.  International Journal of Heat and Mass Transfer, 38(18):3393-3399, 1995.
[21] Chaudhry M. Aslam.  Integrals of three Bessel functions and powers.  Arabian Journal for Science and Engineering, Section A,, 19(4A):735-739, 1994.
[22] Chaudhry M. Aslam.  On a family of logarithmic and exponential integrals occuring in probability and reliability theory.  Australian Journal of Mathematics, 35:469-478, 1994.
[23] Chaudhry M. Aslam.  On an integral of Lommel and Bessel functions and powers.  Journal of Australian Mathematical Society, 35:439-444, 1994.
[24] Chaudhry M. Aslam and Ahmad M.  Certain integrals involving logarithmic and exponential functions.  International Journal of Mathematics and Mathematical Sciences, 17(2):217-224, 1994.
[25] Chaudhry M. Aslam and Zubair S.M.  On a pair of functions useful in heat conduction problems.  International Communications in Heat and Mass Transfer, 21(5):673-681, 1994.
[26] Chaudhry M. Aslam and Zubair S.M.  Generalized incomplete gamma functions with applications .  Journal of Computational and Applied Mathematics, 55:99-124, 1994.
[27] Chaudhry M. Aslam and Zubair S.M.  Conduction of heat in a semi-infinite solid with an exponential-type initial temperature profile: Temperature and heat flux solutions due to instantaneous laser source.  Warme-und Stoffubertragung, Springer-Verlag, 30:41-46, 1994.
[28] Chaudhry M. Aslam and Zubair S.M.  Temperature and heat flux solutions due to steady and non-steady periodic-type-surface temperatures in a semi-infinite solid.  Warme-und Stoffubertragung, Springer-Verlag, 29:205-210, 1994.
[29] Zubair S.M. and Chaudhry M. Aslam.  Exact solutions of solid-liquid phase change heat transfer when subjected to convective boundary conditions.  Warme-und Stoffubertragung, Springer-Verlag, 30(2):77-81, 1994.
[30] Zubair S.M. and Chaudhry M. Aslam.  Temperature solutions due to steady, periodic-type, moving-point-heat sources in an infinite medium.  Warme-und Stoffubertragung, Springer-Verlag, 21(2):207-215, 1994.
[31] Ahmad M. and Chaudhry M. Aslam.  Characterization of a probability function useful in size modeling.  Pakistan Journal of Statistics, 9(1A):75-77, 1993.
[32] Chaudhry M. Aslam and Ahmad M.  On a probability function useful in size modeling.  Canadian Journal of Forest Research, 23(8):1679-1683, 1993.
[33] Chaudhry M. Aslam and Zubair S.M.  Analytic study of temperature solutions due to gamma-type moving point heat sources.  International Journal of Heat and Mass Transfer, 36(6):1633-1637, 1993.
[34] Khan M.A. and Chaudhry M. Aslam.  Applicability of Vogel-Schleich phase theory in quantum phase measurements.  International Journal for Light and Electronic Optics, 96(1):405-408, 1993.
[35] Zubair S.M. and Chaudhry M. Aslam.  Heat conduction in a semi-infinite solid when subjected to spatially decaying instantaneous laser source.  Warme-und Stoffubertragung, Springer-Verlag, 28(7):425-431, 1993.
[36] Zubair S.M. and Chaudhry M. Aslam.  Some analytical solutions of time-dependent, continuously operating heat sources.  Warme-und Stoffubertragung, Springer-Verlag, 28(4):217-223, 1993.
[37] Zubair S.M. and Chaudhry M. Aslam.  Heat conduction in a semi-infinite solid subject to time-dependent surface heat fluxes: An analytical study.  Warme-und Stoffubertragung, Springer-Verlag, 28(6):357-364, 1993.
[38] Chaudhry M. Aslam.  Cauchy representation of distributions and applications to probability II.  Proceedings of the International Symposium on Generalized Functions and their Applications.  .  Plenum Publishing Corporation, New York, 29-35, 1992.
[39] Chaudhry M. Aslam and Ahmad M.  On some infinite integrals involving logarithmic exponential and powers.  Proceedings of the Royal Society of Edinburgh, Section A, 122A:11-15, 1992.
[40] Chaudhry M. Aslam and Ahmad M.  On improper integrals of products of logarithmic, power and Bessel functions.  Bulletin of the Australian Mathematical Society   , 45(3):395-398, 1992.
[41] Chaudhry M. Aslam and Zubair S.M.  Remarks on the Whittaker functions.  Applied Mathematics Letters, 5(5):25-29, 1992.
[42] Chaudhry M. Aslam and Zubair S.M.  Heat conduction in a semi-infinite solid subject to time-dependent boundary conditions.  G.P. Petersosn et al.,editor.  ASME-HTD, 77-83, Vol 207, 1992.
[43] Chaudhry M. Aslam and Zubair S.M.  Heat conduction in a semi-infinite solid subject to time-dependent boundary conditions.  Fundamental Problems in Conduction Heat Transfer.  , 77-83, Vol 207, 1992.
[44] Zubair S.M. and Chaudhry M. Aslam.  Temperature solutions due to gamma-type heat sources in an infinite medium.  Fundamental Problems in Conduction Heat Transfer.  , 63-68, Vol 207, 1992.
[45] Zubair S.M. and Chaudhry M. Aslam.  An analytic study of transient heat conduction in an infinite medium with gamma-type, spherical-heat sources.  International Communications in Heat and Mass Transfer, 19(2):155-163, 1992.
[46] Zubair S.M. and Chaudhry M.A.  Temperature solutions due to gamma-type heat sources in an infinite medium.  Fundamental Problems in Conduction Heat Transfer.  .  ASME-HTD, 63-68, Vol 207, 1992.
[47] Chaudhry M. Aslam and Pandey J.N.  The Hilbert problem - A distributional approach.  Canadian Mathematical Bulletin, 34(3):1-8, 1991.
[48] Zubair S.M. and Chaudhry M. Aslam.  Temperature solutions due to continuously operating spherical surface - Heat sources in an infinite medium.  International Communications in Heat and Mass Transfer, 18(6):805-811, 1991.
[49] Chaudhry M. Aslam and Ahmad M.  Generalized Fourier transform and applications in probability and statitics.  Pakistan Journal of Statistics, 50:87-107, 1989.
[50] Chaudhry M. Aslam and Kazi M.H.  Distributional (n+1)-dimensional heat equation.  Mathematica Japonica, 33(2):195-200, 1988.
[51] Chaudhry M. Aslam and Pandey J.N.  Generalized N-dimensional Hilbert transform and applications.  International Journal of Applicable Analysis, 20:221-235, 1985.
[52] Chaudhry M. Aslam and Pandey J.N.  Generalized (n+1)-dimensional Dirichlet boundary value problem.  International Journal of Applicable Analysis, 17:313-320, 1984.
[53] Pandey J.N. and Chaudhry M. Aslam.  The Hilbert transform of generalized functions and applications.  Canadian Journal of Mathematics, 35(3):478-495, 1983.
[54] Chaudhry M. Aslam and Pandey J.N.  The Hilbert transform of Schwartz distribution II.  Cambridge Philosophical Society, 102:553-559, .
[55]

M. Aslam Chaudhry and Gabor KorvinThe asymptotic representation of some series and the Riemann hypothesis submitted for publication 2008. PDF

[56] M. Aslam Chaudhry and Asghar Qadir , Operator Representations of Fermi-Dirac and Bose-Einstein Integral Functions with Applications accepted for publication 2007. PDF
[57] M. Aslam Chaudhry , Extended reciprocal zeta function and an alternate formulation of the Riemann hypothesis accepted for publication 2007. PDF