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Markov number - Wikipedia, the free encyclopedia
Thomas Cusick, Mari Flahive The Markoff and Lagrange spectra, Math. Surveys and Monographs 30, AMS, Providence 1989; Richard K. Guy 2004. Unsolved Problems in Number Amazingly, Lagrange\'s discovery implies that the canonical continuedThe Markoff and Lagrange Spectra. American Mathematical Society. pp. 89. The Markoff and Lagrange Spectra Mathematical Surveys and Monographs
The Markoff and Lagrange Spectra
Undergraduate Texts in Mathematics, Springer Verlag. The Lagrange and Markoff Spectra with Thomas W. Cusick, 1989. Mathematical Surveys and Mongraphs, American
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- It was then prepared for publication in the proceedings of the conference with the title \"The divided cell algorithm and the inhomogeneous Lagrange and Markoff spectra\".
- Title The Markoff and Lagrange Spectra Mathematical Surveys and Monographs Author Thomas W. Cusick Publisher American Mathematical Society. 0821815326
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- The Markoff and Lagrange Spectra Mathematical Surveys and Monographs Author 34316 Thomas W. Cusick Publisher American Mathematical Society Pages 97 their relations to continued fractions, appealing to a wellknown theorem of MarkoffNorway EMail lisa@math.ntnu.no P. Magnus, Ft. Collins, CO EMail magnus@lagrange
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- The Markov and Lagrange Spectra. Providence, RI Amer. Math. Soc., 1989.Guy, R. K. \"Markoff Numbers.\" §D12 in Unsolved Problems in Number Theory, 2nd ed. The Markoff and Lagrange Spectra Thomas W. Cusick and Mary E. Flahive AMS, 1989, 97 pp., Hardcover, ISBN10 0821815318, ISBN13 9780821815311, List US$60 Download mp3 audio book. 146205 Thomas W. Cusick Mathematical Surveys and MonographsThe Markoff and Lagrange spectra 1989, American Mathematical Society ISBN100821815318105s
