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106.41 Infinitely many series arising from cos2x + sin2x = 1

Published online by Cambridge University Press:  12 October 2022

Mateus Alegri
Mateus Alegri*
Affiliation:
Federal University of Sergipe, DMAI, Itabaiana, Sergipe, Brazil e-mail: allegri.mateus@gmail.com

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The Mathematical Gazette , Volume 106 , Issue 567 , November 2022, pp. 517 - 520
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Copyright
© The Authors, 2022. Published by Cambridge University Press on behalf of The Mathematical Association

References

Eberlein, W. F., On Euler’s infinite product for the sine, Journal of Mathematical Analysis and Applications, 58(1) (1977) pp. 147–151.Google Scholar
Rudin, W., Real and Complex Analysis (3rd edn.), McGraw Hill (1987).Google Scholar
Arfken, G., Fourier Series, Ch. 14 in Mathematical Methods for Physicists (3rd ed.) Orlando, FL: Academic Press (1985) pp. 760-793.Google Scholar
Sills, A. V., Compositions, Partitions, and Fibonacci Numbers, Fibonacci Quarterly 40, (2011) pp. 348–354.Google Scholar
Heubach, S., Mansour, T., Compositions of n with parts in a set, Congressus Numerantium 168 (2004) pp. 33–51.Google Scholar