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92.09 Explicit polynomial expressions for sums of powers of an arithmetic progression

Published online by Cambridge University Press:  01 August 2016

Hung-Ping Tsao*
Affiliation:
1151 Highland Drive, Novato, CA 94949, USA

Abstract

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Type
Notes
Copyright
Copyright © The Mathematical Association 2008

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References

1. Barnard, S. & Child, J., Higher Algebra, MacMillan (1936) pp. 114115.Google Scholar
2. Simons, S., An approach to evaluating , Math. Gaz. 88 (November 2004) pp. 519522.Google Scholar
3. Hirschhorn, M.D., Evaluating , Math. Gaz. 90 (March 2006) pp. 114116.CrossRefGoogle Scholar
4. Gauthier, N., Explicit formula for power sums of an arithmetic sequence, Math. Gaz. 91 (March 2007) pp. 97103.Google Scholar
5. Graham, Ronald L., Knuth, Donald E. and Patashnik, Oren, Concrete Mathematics (2nd edn.), (Addison-Wesley) 1994.Google Scholar