By Sakamoto Y., Ishiguro M.
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Extra info for A bayesian approach to nonparametric test problems
One of these, Conies, must have been an exhaustive study indeed, because when about a century later Apollonius came out with his own treatise on these curves, some of his more determined antagonists accused him of having plagiarized Euclid's work. 35 BEQUEST OF THE GREEKS of the other lost book was Porisms, and all we its contents comes from references to it by really Pappus. This passage inspired Fermat to undertake a restoration of the lost work; unfortunately, the version of this great master of the seventeenth century suffered the fate of the original, as did several other attempted restorations, notably those of Wallis and of Simson.
In short, what the conjecture lacks in authenticity, it makes up in historical plausibility. Indeed, the conjecture would be plausible even if the episode had taken place at a much earlier age, since the conception existed at the time antedates deductive geometry by thousands of not For, years. only is similitude a prerequisite to all geometrical thinking, but it dominates the graphic arts as well, and the fact of similitude that these arts have been cultivated since time shows how deeply the conception sciousness.
Accordingly, I begin with Euclid. He lived in Alexandria. These four words sum up all we know of the life of the man who was instrumental in shaping the mathematical education of countless generations, and one of whose works has had, next to the Bible, perhaps the largest circulation of any book ever written. No legends trail his name, and even the anecdoters have spared him. He was a prolific writer, yet only one of his works withstood the wear and tear of the centuries that followed him. The Greeks rarely referred to him by name: to them he was simply the author of the Sro^e^, the work we call Elements, although Basic Principles would have been a more fitting translation of the Greek title.
A bayesian approach to nonparametric test problems by Sakamoto Y., Ishiguro M.