Unpublished Mathematical Tables
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- Math. Comp. 1 (1943), 92-96 Request permission
References
- Thomas E. Mason, On Amicable Numbers and Their Generalizations, Amer. Math. Monthly 28 (1921), no. 5, 195–200. MR 1519771, DOI 10.2307/2973750 P. Poulet, La Chasse aux Nombres. Fascicule I. Parfait, Amiables et Extensions, Brussels, 1929, p. 28-51. The 156 pairs of amicable numbers, known at this time, are here classified, and include the 68 new pairs found by Poulet. All of these pairs are in Poulet’s list of 1929. It is possible that their discovery was announced earlier in Gérardin’s periodical Sphinx Oedipe. P. Poulet, “De nouveaux amiables,” Sphinx, v. 4, 1934, p. 134-135, Poulet here states that Mr. Escott had sent him 322 pairs of amicable numbers; he prints 21 pairs discovered by Mr. Escott, and all but one of the 42 numbers are less than 10$^{9}$. The other 214 pairs have not yet been published. B. H. Brown, “A new pair of amicable numbers,” Amer. Math. Mo. v. 46, 1939, p. 345.
Additional Information
- © Copyright 1943 American Mathematical Society
- Journal: Math. Comp. 1 (1943), 92-96
- DOI: https://doi.org/10.1090/S0025-5718-43-99124-0