000RM.dvi

(Ann) #1

1986 BIBLIOGRAPHY


[74] R. K. Guy, The strong law of small numbers, Amer. Math.
Monthly, 95 (1988) 697–712.

[75] R. K. Guy and M. E. Marcin, Problem 1915,Crux Math.,,20
(1994) 48; solution, 21 (1995) 30.

[76] R. K. Guy and C. Springer, Problem 1367,Crux Math., 14 (1988)
202; solution, 15 (1989) 278–279.

[77] R. K. Guy, The second strong law of small numbers,Math. Mag.,
63 (1990) 3–20.

[78] R. K. Guy,Unsolved Problems in Number Theory, 2nd edition,
Springer, 1994.

[79] R. K. Guy and R. E. Woodrow,The Lighter Side of Mathematics,
MAA, 1994.

[80] A. Hall, Genealogy of Pythagorean triples, Math. Gazette,54
(1970) 377–379.

[81] G. H. Hardy,A Mathematician’s Apology, Cambridge Univesity
Press, 1940.

[82] G. H. Hardy,A Course in Pure Mathematics, 10th edition, 1952,
Cambridge; reprint 1963.

[83] A.P. Hatzipolakis and P. Yiu, The Lucas circles of a triangle,Amer.
Math. Monthly, 108 (2001) 444 – 446.

[84] O. Higgins, Another long string of primes,Journal of Recre-
ational Math., 14 (1981-82) 185.

[85] A. M. Hinz, Pascal’s triangle and the tower of Hanoi,Amer. Math.
Monthly, 99 (1992) 538–544.

[86] V. Hoggatt and L. Moser, Problem E 861, American Math.
Monthly, 56 (1949) 262; solution 57 (1950) 35.

[87] A. Holshouser and H. Reiter, One pile nim with arbitrary move
function,Electronic Journal of Combinatorics, 10 (2003) #N7.

[88] R. Honsberger, Semi-regular lattice polygons, College Math.
Journal, 13 (1982) 36–44.
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