302 resultados para Mythology, Classical


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"A journal of philology, and of ancient history and literature."

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Mode of access: Internet.

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"Select bibliography": v. 2, p. [xv]-xxiii.

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"An address delivered at the meeting of the Massachusetts classical and high school teachers' association, Boston, 1887."

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I. Greek and Roman, by W. S. Fox, 1916.--II. Eddic, by J. A. Macculloch. 1930.--III. Celtic, by J. A. Macculloch; Slavic by Jan M_achal. 1918.--IV. Finno-Ugric, Siberian, by Uno Holmberg. 1927.--V. Semitic, by S. H. Langdon. 1931.--VI. Indian, by A. B. Keith; Iranian, by A. J. Carnoy. 1917.--VII. Armenian, by M. H. Ananikian; African, by Alice Werner. 1925.--VIII. Chinese, by J. C. Ferguson; Japanese, by Masaharu Anesaki. 1928.--IX. Oceanic, by R. B. Dixon. 1916.--X. North American, by H. B. Alexander. 1916.--XI. Latin-American, by H. B. Alexander. 1920.--XII. Egyptian, by W. M. M_uller; Indo-Chinese, by J. G. Scott. 1918.--XIII. Complete index to volumes I-XII. 1932.

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"Tables of cases": p. 1295-1301. "Table of statutes, constitutional provisions and rules of court": p. 1303-1309

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The Church-Turing Thesis is widely regarded as true, because of evidence that there is only one genuine notion of computation. By contrast, there are nowadays many different formal logics, and different corresponding foundational frameworks. Which ones can deliver a theory of computability? This question sets up a difficult challenge: the meanings of basic mathematical terms (like "set", "function", and "number") are not stable across frameworks. While it is easy to compare what different frameworks say, it is not so easy to compare what they mean. We argue for some minimal conditions that must be met if two frameworks are to be compared; if frameworks are radical enough, comparison becomes hopeless. Our aim is to clarify the dialectical situation in this bourgeoning area of research, shedding light on the nature of non-classical logic and the notion of computation alike.