Why Quadratic Diophantine Equations?

Author:

Andreescu Titu,Andrica Dorin

Publisher

Springer New York

Reference15 articles.

1. Davis, M., Matiyasevich, Yu., Robinson, J.: Diophantine equations: a positive aspect of a negative solution. Mathematical developments arising from Hilbert problems. Proc. Symp. Pure Math. 28, 323–378 (1976). Am. Math. Soc., Providence

2. Dickson, L.E.: Introduction to the theory of numbers. Dover, New York (1957)

3. Hua, L.K., Wang, Y.: On Diophantine approximations and numerical integrations I, II. Sci. Sinica 13, 1007–1009 (1964) and 13, 1009–1010 (1964)

4. Lehner, J., Sheingorn, M.: Computing self-intersections of closed geodesics on finite-sheeted covers of the modular surface. Math. Comp. 44(169), 233–240 (1985)

5. Li, X.-J.: On the Trace of Hecke Operators for Maass Forms. Number Theory (Ottawa, ON, 1996). CRM Proc. Lecture Notes, vol. 19, pp. 215–229. Am. Math. Soc., Providence (1999)

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