Books

• • Pen-Based Problem-Solving Environment for Computational Science, in the book The Impact of Pen and Touch Technology on Education, Editors: Hammond, T., Valentine, S., Adler, A., Payton, M., Springer, 2015.

• • Integrals Associated with the Multiple Gamma Function,
    Integral Transforms and Special Functions, 25(2014), 462-469.

• • Data Structures and Algorithms in Pen-based Computing Environments, Proceedings of the IEEE Global Engineering Education Conference, (EDUCON 2011, 4 – 6 April, Jordan), IEEE Computer Society, 2011.

• • Algorithms in Pen-based Computing Environments, Proceedings of the Qatar Foundation Annual Research Forum, December, 2010.

• • Visualization of Algorithms on Tablet PC, Proceedings of the Computer Science Education: Innovation and Technology, (CSEIT 2010, 6-7 December, Thailand), 2011

• • Simple Binding, Competitive Binding and Sandwich Assay Simulation System, Proceedings of the 40th Annual Oak Ridge Conference – Breakthrough Technologies for Clinical Diagnostics, 2008.

• • On the Hurwitz Function for Rational Arguments,
    Applied Mathematics and Computation, 187(2007), 3-12.

• • Multiple Gamma Function and Its Application to Computation of Series
    The Ramanujan Journal, no.3, 9(2005),271-288.

• • Adaptive Book: Teaching and Learning Environment for Programming Education, Proceedings of the International Conference on Information Technology: Coding and Computing, (ITCC 2005, April 4-6, 2003, Las Vegas, Nevada), IEEE, (2005).

• • Symbolic and Numeric Computations of the Barnes Function,
    Computer Physics Communications, 157(2004), 181-190.

• • Multiple Gamma and Related Functions
    Applied Mathematics and Computation 134 (2003), 515-533

• • Certain Series Associated with Catalan’s Constant,
    Journal for Analysis and its Applications (ZAA), 21, 3(2002), 817-826.

• • On the Barnes function
    Proceedings of the 2001 International Symposium on Symbolic and Algebraic Computation,
    (July 22-25, 2001, London, Canada),ACM, Academic Press, 2001, pp.15-20.

• • Some Definite Integrals Associated with the Riemann Zeta Function,
    Journal for Analysis and its Applications (ZAA), 19 (2000), 831-846.

• • One Computational Approach in Support of the Riemann Hypothesis,
    Comput. Math. Appl., no.1, 37 (1999), 87–94.

• • Derivatives of the Hurwitz Zeta Function for Rational Arguments,
    J. Comp. and Applied Math., 100(1998), 201–206.

• • Polygamma Functions of Negative Order,
    J. Comp. and Applied Math., 100(1998), 191–199.

• • Some Series of the Zeta and Related Functions,
    Analysis, 18(1998), 131–144.

• • Universality of Finite-Size Corrections to the Number of Critical Percolation Clusters,
    Phys. Review Lett., no.18,79(1997), 3447–3450.

• • A Class of Logarithmic Integrals,
    Proceedings of the 1997 International Symposium on Symbolic and Algebraic Computation,
    ACM, Academic Press, 2001, 1–8.

• • Integral and Series Representations for Catalan’s constant,
    unpublished.

• • A Simple Formula for Pi,
    American Math. Monthly, no.9, 104(1997), 852–855.

• • Approaching the Riemann Hypothesis with Mathematica,
    The Mathematica Journal, 7(1997), 54–57.

• • On Stirling numbers and Euler sums,
    J. Comp. and Applied Math., 79(1997), 119–130.

• • An Integral Arising in the Study of a Random Graph,
    SIAM Review, no.1, 39(1997), 135–136.

• • Definite Integration in Mathematica,
    Mathematica in Education and Research, no. 3, 5(1996), 16–22.

• • Pi: A 2000-Year Search Changes Direction,
    Mathematica in Education and Research, no.1, 5(1996) 11–19.

• • Definite Integration (overview),
    The Mathematica Journal, 6(1996), 46–48.

• • The evaluation of integrals of Bessel functions via G-function identities,
    J. Comp. and Applied Math., 64(1995), 283–290.

• • Finite and Infinite Series,
    The Mathematica Conference, Boston, 1992.

• • Limits of Continued Fractions and Nested Radicals,
    The Mathematica Journal, 2(1992), 54–57.

• • Asymptotics of the Laplace convolution of two Bessel functions,
    Soviet Math., 35(1991) 73–76.

• • The algorithm for calculating integrals of hypergeometric type functions and its realization in REDUCE system,
    Proceedings of the 1990 International Symposium on Symbolic and Algebraic Computation,
    ACM, Academic Press, 1990, 212–224.

• • Precision methods of nondestructive control of thermophysical properties,
    J. Engrg. Phys., no. 5, 7(1989), 1507–1512.

• • Local heating of an unbounded orthotropic plate through a circular and annular domain,
    J. Engrg. Phys., 57(1989), 1381–1391.

• • Asymptotic analysis of the effect of parameters on the natural vibration frequencies of elastic system,
    Strength of Materials, 21(1989), 244–250.

• • A definite integral of a product of two polylogarithms,
    SIAM J. Math. Anal., 19(1988), 926–938.

• • Wronskians of solutions of a class of differential equations with polynomial coefficients,
    Ukrainian Math. J., 40(1988), 583–587.

• • Ordinary Differential Equations of Fractional Order, (the section 42 in the book S.G. Samko, A. A. Kilbas, O.I.Marichev, Fractional Integrals and Derivatives. Theory and Applications, Gordon and Breach, 1993)

• • Asymptotic solutions of differential equations of hypergeometric type,
    Differential Equations, 23(1987) 858–863.

• • Wronskians of differential equations of hypergeometric type. (Russian)
    Differential and Integral Equations, (1987), 67–70.

• • An inverse Laplace transformation for solving heat-conduction problems with discontinuous boundary conditions of the second kind,
    J. Engrg. Phys. , 50(1986) 604–609.

• • On solutions of hyperbessel differential equation,
    Differential Equations, 22(1986) 697–700.

• • Solutions of a generalized hypergeometric differential equation (Russian),
    Dokl. Akad. Nauk BSSR, no.10, 30 (1986), 876–878, 956.

• • Asymptotic expansions of solutions of differential equations of hyper-Bessel type. (Russian),
    Dokl. Akad. Nauk BSSR, no.5, 30 (1986), 393–396, 476.

• • Fundamental system of solutions for the operator (z d/dz)^n + z,
    Differential Equations, 20(1984) 1082–1084.
• • Representations of functions of hypergeometric type in logarithmic cases. (Russian),
    Vestsi Akad. Navuk BSSR, Ser. Fiz. -Mat. Navuk, no.5 (1983), 29–35.

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Last updated January 26, 2003.