Definition, Betydelse & Anagram | Engelska ordet LECTURES

Definition av LECTURES

1. böjningsform av lecture

Exempel på hur man kan använda LECTURES i en mening

• Amalric taught philosophy and theology at the University of Paris and enjoyed a great reputation as a subtle dialectician; his lectures developing the philosophy of Aristotle attracted a large audience.
• According to Olympiodorus of Thebes's Commentaries on Plato's Gorgias and Phaedo texts, Ammonius gave lectures on the works of Plato, Aristotle, and Porphyry of Tyre, and wrote commentaries on Aristotelian works and three lost commentaries on Platonic texts.
• The term was coined in 1819 by philologist Johann Karl Simon Morgenstern in his university lectures, and was later famously reprised by Wilhelm Dilthey, who legitimized it in 1870 and popularized it in 1905.
• He received most of his higher education at Uppsala University and began giving lectures in botany there in 1730.
• The book originally contained two parts: a sequence of lectures setting forth basic church doctrine, followed by a compilation of revelations, or "covenants" of the church: thus the name "Doctrine and Covenants".
• The theory is primarily attributed to the Scottish essayist, historian, and philosopher Thomas Carlyle, who gave a series of lectures on heroism in 1840, later published as On Heroes, Hero-Worship, & the Heroic in History, in which he states:.
• Returning to France in 1830, he delivered a series of lectures on Scandinavian and early German poetry at the Athenaeum in Marseille.
• There he attended the lectures of Nikolai Luzin and Dimitri Egorov, which made him turn his attention to mathematics.
• His books and lectures have primarily been focused on light popular science and its role in society, often with Nørretranders' own advice about how society should integrate new findings in popular science.
• After he graduated from the Moscow University (1913), Trubetzkoy delivered lectures there until the Russian Revolution, when he moved first to the University of Rostov-on-Don, then to the University of Sofia (1920–1922) and finally took the chair of Professor of Slavic Philology at the University of Vienna (1922-1938).
• Having already an unsought reputation as an ascetic, he was ordained a priest, took a doctorate in divinity and soon became known not only for his lectures on theology but as a popular preacher, spending long years travelling within England, and engaging in 1227 preaching the Sixth Crusade.
• Blackboard bold is a style of writing bold symbols on a blackboard by doubling certain strokes, commonly used in mathematical lectures, and the derived style of typeface used in printed mathematical texts.
• Instead of attending lectures, he spent his student years reading the works of Gauss and Jacobi — the consequence of this being he failed his examinations.
• During his tenure at the University of Göttingen, Klein was able to turn it into a center for mathematical and scientific research through the establishment of new lectures, professorships, and institutes.
• In 1912 he started studies in mathematical physics at the University of Budapest, with summer visits to the University of Berlin and the University of Göttingen, where he attended lectures by Frobenius and Hilbert, amongst others.
• He also delivered lectures to the Glasgow Mechanics' Institution before moving to take up a professorship at the University of London, where Graham founded the Chemical Society of London in 1841.
• Bainbridge was sent from Cambridge,—to read lectures de Polis et Axis; but lett them that brought him hither, return him thither, and teach him his rules of syntaxis.
• He gave lectures and lecture series at the University of Minnesota (1958–1962), Stanford University (1967), the University of Kassel (1977) and the University of Trento (1992).
• In a career spanning more than four decades, he also wrote poetry, plays, lectures, book reviews, editorials, and magazine sketches.
• In 1928, Ackermann helped David Hilbert turn his 1917 – 22 lectures on introductory mathematical logic into a text, Principles of Mathematical Logic.

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