purely

  • 81Aristotle: Aesthetics and philosophy of mind — David Gallop AESTHETICS Aesthetics, as that field is now understood, does not form the subjectmatter of any single Aristotelian work. No treatise is devoted to such topics as the essential nature of a work of art, the function of art in general,… …

    History of philosophy

  • 82Henry of Ghent and Duns Scotus — Stephen Dumont LIFE AND WORKS Henry of Ghent Henry of Ghent was arguably the most influential Latin theologian between Thomas Aquinas and Duns Scotus, regent as a leading master of theology at the University of Paris for the better part of the… …

    History of philosophy

  • 83PROSODY, HEBREW — This article is a survey of the history of Hebrew poetic forms from the Bible to the present time. The entry is arranged according to the following outline: introduction the variety of formal systems the specific nature of hebrew literary history …

    Encyclopedia of Judaism

  • 84Fourier transform — Fourier transforms Continuous Fourier transform Fourier series Discrete Fourier transform Discrete time Fourier transform Related transforms The Fourier transform is a mathematical operation that decomposes a function into its constituent… …

    Wikipedia

  • 85Quantum channel — In quantum information theory, a quantum channel is a communication channel which can transmit quantum information, as well as classical information. An example of quantum information is the state of a qubit. An example of classical information… …

    Wikipedia

  • 86Archtop guitar — An archtop guitar is a steel stringed acoustic or semi acoustic guitar with a full body and a distinctive arched top, whose sound is particularly popular with blues and jazz players. Typically, an archtop has:* F holes similar to members of the… …

    Wikipedia

  • 87Surplus product — Part of a series on Marxism …

    Wikipedia

  • 88Periodic continued fraction — In mathematics, an infinite periodic continued fraction is a continued fraction that can be placed in the form:x = a 0 + cfrac{1}{a 1 + cfrac{1}{a 2 + cfrac{ddots}{quadddotsquad a k + cfrac{1}{a {k+1} + cfrac{ddots}{quadddotsquad a {k+m 1} +… …

    Wikipedia

  • 89Turtle Mountain (company) — Infobox Company company name = Turtle Mountain company company type = Private company slogan = foundation = location = flagicon|USA USA key people = num employees = industry = Dairy Free Ice Cream manufacturer products = revenue = net income =… …

    Wikipedia

  • 90Roman Historical Institutes — are collegiate bodies established at Rome, for the purpose of historical research, notably in the Vatican archives. These have been set both by ecclesiastical authority, and by national governments. Opening of the Vatican archivesIn the fifteenth …

    Wikipedia