Search results
Results from the WOW.Com Content Network
Stephen Edelston Toulmin (/ ˈ t uː l m ɪ n /; 25 March 1922 – 4 December 2009) was a British philosopher, author, and educator.Influenced by Ludwig Wittgenstein, Toulmin devoted his works to the analysis of moral reasoning.
The Toulmin model assumes that an argument starts with a fact or claim and ends with a conclusion, but ignores an argument's underlying questions. In the example "Harry was born in Bermuda, so Harry must be a British subject", the question "Is Harry a British subject?"
This page was last edited on 5 October 2006, at 20:38 (UTC).; Text is available under the Creative Commons Attribution-ShareAlike 4.0 License; additional terms may ...
Toulmin model; Wooden iron; The grand style (also referred to as 'high style') is a style of rhetoric, notable for its use of figurative language and for its ability ...
Arguments containing implicit elements are called enthymemes, which is a term that was used by Aristotle in his works about dialectical reasoning and argument. [ 14 ] : 18 If an argument appears to match a scheme but is missing some elements, the scheme could be used as a guide to determining what is implicit in the argument.
She gave a different version of Young, Becker, and Pike's four phases, which she expanded to five and called "elements of the nonthreatening argument": a brief and objective statement of the issue; a neutrally worded analysis of the other's position; a neutrally worded analysis of one's own position; a statement of the common aspects, goals ...
A sociological theory is a supposition that intends to consider, analyze, and/or explain objects of social reality from a sociological perspective, [1]: 14 drawing connections between individual concepts in order to organize and substantiate sociological knowledge.
To that end, he put forth in De Copia that style must be abundant in order to be effective, and that the abundance consists of two primary elements: variety of expression and variety of subject matter. Variety, he says, "is so powerful in every sphere that there is absolutely nothing, however brilliant, which is not dimmed if not commended by ...