000RM.dvi
1112 Tetrahedra ...
Chapter 43 Lewis Carroll’s unused geometry pillow problem According to [Rowe], one of the pillow problems Lewis Carroll had at- ...
1114 Lewis Carroll’s unused geometry pillow problem Consider thedirectedangle∠BA′C. This is ∠BA′C=∠BA′W+∠WA′C =2∠YA′W+2∠WA′Z =2∠ ...
Chapter 44 Japanese Temple Geometry ...
1116 Japanese Temple Geometry ...
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1118 Japanese Temple Geometry ...
1119 ...
Bibliography [1] I. Adler, Make up your own card tricks,Journal of Recreational Math., 6 (1973) 87–91. [2] I. Affleck and H. L. ...
1982 BIBLIOGRAPHY [12] A. T. Benjamin and J. J. Quinn, Recounting Fibonacci and Lucas identities,College Math. Journal, 30 (1999 ...
BIBLIOGRAPHY 1983 [28] C. K. Caldwell and H. Dubner, Unique-period primes,Journal of Recreational Math., 29 (1998) 43–48. [29] L ...
1984 BIBLIOGRAPHY [43] H. E. Dudeney,Amusements in Mathematics, 1919, Dover reprint, 1958. [44] H. E. Dudeney,536 Curious Proble ...
BIBLIOGRAPHY 1985 [59] H. Fukagawa and J. F. Rigby,Traditional Japanese Mathematical Problems, 2002, SCT Publishing, Singapore. ...
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. ...
BIBLIOGRAPHY 1987 [89] R. Honsberger, In Polya’s Footsteps ́ , Math. Assoc. America, 1997. [90] A. F. Horadam, Fibonacci sequenc ...
1988 BIBLIOGRAPHY [104] M. E. Larson, The eternal triangle – a history of a counting prob- lem,College Math. Journal, 20 (1989) ...
BIBLIOGRAPHY 1989 [119] W. Moser, It is elementary (combinatorics), Crux Math.,18 (1992) 257–262; 289–295; 19 (1993) 1–2. [120] ...
1990 BIBLIOGRAPHY [134] N. Sato, An ambivalent sum,Crux Math., 23 (1997) 290–293. [135] D. Schattschneider, Counting it twice,Co ...
BIBLIOGRAPHY 1991 [150] C. W. Trigg, Tetrahedral models from envelopes,Math. Mag.,51 (1978) 66–67. [151] C. W. Trigg, Some curio ...
1992 BIBLIOGRAPHY [165] P. Woo, Simple constructions of the incircle of an arbelos,Forum Geometricorum, 1 (2001) 133–136. [166] ...
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