- 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.

*Last updated January 26, 2003.*

Please send corrections to Victor
S. Adamchik,
Computer Science Department,
Carnegie Mellon University, Pittsburgh, PA. |