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Ernst Robert Curtius studied topoi as "commonplaces", themes common to orators and writers who re-worked them according to occasion, e.g., in classical antiquity the observation that "all must die" was a topos in consolatory oratory, for in facing death the knowledge that death comes even to great men brings comfort. [2]
In mathematics, a topos (US: / ˈ t ɒ p ɒ s /, UK: / ˈ t oʊ p oʊ s, ˈ t oʊ p ɒ s /; plural topoi / ˈ t ɒ p ɔɪ / or / ˈ t oʊ p ɔɪ /, or toposes) is a category that behaves like the category of sheaves of sets on a topological space (or more generally, on a site).
Topics (or topoi) can be used to invent arguments and also to conceptualize and formulate the single-sentence declarative thesis. Edward P.J. Corbett, Robert Connors, Richard P. Hughes, and P. Albert Duhamel define topics as "ways of probing one's subject in order to find the means to develop that subject".
The Topics (Ancient Greek: Τοπικά; Latin: Topica) is the name given to one of Aristotle's six works on logic collectively known as the Organon.In Andronicus of Rhodes' arrangement it is the fifth of these six works.
The following table shows the 24 consonant phonemes found in most dialects of English, plus /x/, whose distribution is more limited. Fortis consonants are always voiceless, aspirated in syllable onset (except in clusters beginning with /s/ or /ʃ/), and sometimes also glottalized to an extent in syllable coda (most likely to occur with /t/, see T-glottalization), while lenis consonants are ...
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In classical rhetoric, the Common Topics (koinoi topoi)were a short list of four traditional topics regarded as suitable to structure an argument. [citation needed] In Aristotle's Rhetoric, the common topics are discussed in Book II. [1] They are generally considered to be heuristic. [1]
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