Frontiers in Orthogonal Polynomials and Q-series
The Method of Brackets in Experimental Mathematics
Publication
, Chapter
Gonzalez, I; Kohl, K; Jiu, L; Moll, VH
February 2018
The method of brackets is a new method originally developed in the context of definite integrals coming from the evaluation of Feynman diagrams. It consists on a small number of heuristic rules. The work presented here describes these rules and illustrates the method. The example presented here include elementary ones as well as two simple Feynman diagrams.
Duke Scholars
DOI
ISBN
9789813228870
Publication Date
February 2018
Volume
1
Start / End Page
307 / 318
Publisher
World Scientific
Citation
APA
Chicago
ICMJE
MLA
NLM
Gonzalez, I., Kohl, K., Jiu, L., & Moll, V. H. (2018). The Method of Brackets in Experimental Mathematics. In M. Z. Nashed & X. Li (Eds.), Frontiers in Orthogonal Polynomials and Q-series (Vol. 1, pp. 307–318). World Scientific. https://doi.org/10.1142/10677
Gonzalez, Ivan, Karen Kohl, Lin Jiu, and Victor H. Moll. “The Method of Brackets in Experimental Mathematics.” In Frontiers in Orthogonal Polynomials and Q-Series, edited by M Zuhair Nashed and Xin Li, 1:307–18. World Scientific, 2018. https://doi.org/10.1142/10677.
Gonzalez I, Kohl K, Jiu L, Moll VH. The Method of Brackets in Experimental Mathematics. In: Nashed MZ, Li X, editors. Frontiers in Orthogonal Polynomials and Q-series. World Scientific; 2018. p. 307–18.
Gonzalez, Ivan, et al. “The Method of Brackets in Experimental Mathematics.” Frontiers in Orthogonal Polynomials and Q-Series, edited by M Zuhair Nashed and Xin Li, vol. 1, World Scientific, 2018, pp. 307–18. Manual, doi:10.1142/10677.
Gonzalez I, Kohl K, Jiu L, Moll VH. The Method of Brackets in Experimental Mathematics. In: Nashed MZ, Li X, editors. Frontiers in Orthogonal Polynomials and Q-series. World Scientific; 2018. p. 307–318.
DOI
ISBN
9789813228870
Publication Date
February 2018
Volume
1
Start / End Page
307 / 318
Publisher
World Scientific