Eisenstein series and approximations to pi - Mathematics
Eisenstein series and approximations to pi - Mathematics
Eisenstein series and approximations to pi - Mathematics
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18 BRUCE C. BERNDT AND HENG HUAT CHAN<br />
15. S. Ramanujan, Modular equations <strong>and</strong> <strong>approximations</strong> <strong>to</strong> π, Quart. J. Math. 45<br />
(1914), 350–372.<br />
16. S. Ramanujan, On certain arithmetical functions, Trans. Cambridge Philos. Soc. 22<br />
(1916), 159–184.<br />
17. S. Ramanujan, Collected Papers, Cambridge University Press, Cambridge, 1927;<br />
reprinted by Chelsea, New York, 1962; reprinted by the American Mathematical<br />
Society, Providence, 2000.<br />
18. S. Ramanujan, Notebooks (2 volumes), Tata Institute of Fundamental Research, Bombay,<br />
1957.<br />
19. S. Ramanujan, The Lost Notebook <strong>and</strong> Other Unpublished Papers, Narosa, New Delhi,<br />
1988.<br />
20. K. Venkatachaliengar, Development of Elliptic Functions According <strong>to</strong> Ramanujan,<br />
Tech. Rep. 2, Madurai Kamaraj University, Madurai, 1988.<br />
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<br />
E-mail address: berndt@math.uiuc.edu<br />
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E-mail address: chanhh@math.nus.edu.sg
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