Approaching the Square Root of Two
1966
An empirical approach to the problem of generating the members of the class of all right triangles whose legs differ by one unit gives rise to a sequence differing from that either of Osborne or of Kraitchik, The sequence derives from the continued fraction whose limit is 1+2 as compared with Kraitchik's 2. New sequences are possible when the legs differ by constants other than one.
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