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J. Bluemlein, S. Klein, C. Schneider, F. Stan. A Symbolic Summation Approach to Feynman Integral Calculus. J. Symbolic Comput. 47, pp. 1267-1289. 2012. ISSN 0747-7171. arXiv:1011.2656 [cs.SC]. [url] [pdf] [bib]
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Flavia Stan. On Recurrences for Ising Integrals. Adv. in Appl. Math. 45(3), pp. 334-345. 2010. Elsevier, ISSN 0196-8858. [pdf] [bib]
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Flavia Stan. Algorithms for Special Functions: Computer Algebra and Analytical Aspects. RISC, Johannes Kepler University Linz. PhD Thesis. June 2010. RISC technical report 10-19. [pdf] [bib]
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Karen T. Kohl and Flavia Stan. An Algorithmic Approach to the Mellin Transform Method. In: Gems in Experimental Mathematics, T. Amdeberhan, L. A. Medina, V. H. Moll (ed.), Contemporary Mathematics 517, pp. 207-218. 2010. AMS, ISBN 978-0-8218-4869-2. [pdf] [bib]
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Flavia Stan. Computer-Assisted Proofs of Special Function Identities Related to Poisson Integrals. The Ramanujan Journal 20(1), pp. 55-67. 2009. Springer, ISSN 1382-4090. [pdf] [bib]
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Karen T. Kohl and Flavia Stan. An Algorithmic Approach to the Mellin Transform Method. Doctoral Program Computational Mathematics. Technical report no. DK-2009-03, November 2009. To appear in Contemporary Mathematics. [pdf] [bib]
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Flavia Stan. Computer-Assisted Proofs of Special Function Identities Related to Poisson Integrals. SFB F13. Technical report no. 2008-3, January 2008. [pdf] [ps] [bib]
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Flavia Stan. On Recurrences for Ising Integrals. SFB F13. Technical report no. 2007-32, December 2007. [pdf] [bib]
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