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The standard deviation of 1, 2, … , n – Pell's equation and rational triangles

  • E. Keith Lloyd (a1)

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1. Cyvin, S.J., Cyvin, B.N., Brunvoll, J., Lloyd, E.K., Circumscribing certain polygonal systems, Discrete Applied Math. 67, (1996) pp. 6778.
2. Sloane, N.J.A., Plouffe, S., Encyclopedia of integer sequences, Academic Press, San Diego, (1995).
3. Greville, T.N.F., Table for third-degree spline interpolation with equally spaced arguments, Mathematics of Computation 24 (1970) pp. 179183.
4. Hoskins, W.D., Table for third-degree spline interpolation using equi-spaced knots, Mathematics of Computation 25 (1971) pp. 797801.
5. Dudley, U., Elementary number theory, 2nd ed., Freeman, San Francisco CA, (1978).
6. Anderson, I., A First course in combinatorial mathematics, Clarendon Press, Oxford, (1974).
7. Dickson, L.E., History of the theory of numbers, 3 Vols, Carnegie Institute Publications 256, Washington DC, (1919–1923); reprinted: Chelsea, New York, (1952).
8. Hoppe, R., Rationales Dreieck, dessen Seiten auf einander folgende ganze Zahlen sind, Archiv Math. Phys. 64 (1879) pp. 441443.

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