REPRESENTATIONS OF SQUARES BY CERTAIN DIAGONAL QUADRATIC FORMS IN AN ODD NUMBER OF VARIABLES
Author:
Publisher
Rocky Mountain Mathematics Consortium
Subject
General Mathematics
Reference21 articles.
1. [4] S. Cooper, “Sums of five, seven and nine squares”, Ramanujan J. 6:4 (2002), 469–490.
2. [1] A. G. van Asch, “Modular forms of half integral weight, some explicit arithmetic”, Math. Ann. 262:1 (1983), 77–89.
3. [2] P. Barrucand and M. D. Hirschhorn, “Formulae associated with 5, 7, 9 and 11 squares”, Bull. Austral. Math. Soc. 65:3 (2002), 503–510.
4. [3] H. Chen, D. Ye, and M. Yuan, “On a remark of Cooper, Lam and Ye”, Colloq. Math. 171:1 (2023), 127–144.
5. [5] S. Cooper, “On the number of representations of certain integers as sums of 11 or 13 squares”, J. Number Theory 103:2 (2003), 135–162.
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