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83.31 A Pascal-like triangle for coefficients of Chebyshev polynomials

Published online by Cambridge University Press:  01 August 2016

Alastair Macdougall*
Affiliation:
3 Chestnut Close, Copthorne, Shrewsbury SY3 8UJ

Abstract

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Type
Notes
Copyright
Copyright © The Mathematical Association 1999

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References

1. Moulden, Andrew Letter (Following de Moivre), Mathematics Today 32 (July/August 1996) p. 126.Google Scholar
2. Curtis, Alan, Letter (Help for A. Moulden 1), Mathematics Today 32 (November/December 1996) p. 180.Google Scholar
3. Freeman, J. G., Letter (Help for A. Moulden 2), Mathematics Today 32 (November/December 1996) pp. 180181.Google Scholar
4. Tindall, Richard F., Letter (Following Moulden), Mathematics Today 33 (February 1997) pp. 2728.Google Scholar
5. Oliver, Peter, Letter (Back to Moulden), Mathematics Today 33 (April 1997) p. 60.Google Scholar
6. Lloyd, Keith, Chebyshev Polynomials and Dong’s Formula, Mathematics Today 33 (June 1997) pp. 9092.Google Scholar
7. Eze Woko, Justin, A Pascal-like triangle for αn + βn , Math. Gat. 81 (March 1997) pp. 7579.CrossRefGoogle Scholar