Difference between revisions of "IMAGINABLE ITINERARY THROUGH THE PARTICULAR UNIVERSAL"
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| − | * '''itinerary:''' a route; a plan for a journey → the accompanying paragraph can be interpreted as the route taken by the children as they return to HCE's tavern after their games in the previous chapter, but it is also the route taken by the mind through the Seven Liberal Arts (the Quadrivium, consisting of arithmetic, music, geometry, and astronomy, and the Trivium, consisting of grammar, logic and rhetoric) to HCE, representative of the nature of man | + | * '''itinerary:''' a route; a plan for a journey → the accompanying paragraph can be interpreted as the route taken by the children as they return to HCE's tavern after their games in the previous chapter, but it is also the route taken by the mind through the Seven Liberal Arts (the Quadrivium, consisting of arithmetic, music, geometry, and astronomy, and the Trivium, consisting of grammar, logic and rhetoric) to HCE, representative of the nature of man → it may also refer to the geometry construction Kev and Dolph perform in the middle of this chapter |
* '''particular ... universal:''' terms used in philosophy and logic to describe propositions: ''All men aremortal'' is a universal proposition, whereas ''Socrates is a man'' is a particular proposition | * '''particular ... universal:''' terms used in philosophy and logic to describe propositions: ''All men aremortal'' is a universal proposition, whereas ''Socrates is a man'' is a particular proposition | ||
Revision as of 09:05, 24 April 2011
- itinerary: a route; a plan for a journey → the accompanying paragraph can be interpreted as the route taken by the children as they return to HCE's tavern after their games in the previous chapter, but it is also the route taken by the mind through the Seven Liberal Arts (the Quadrivium, consisting of arithmetic, music, geometry, and astronomy, and the Trivium, consisting of grammar, logic and rhetoric) to HCE, representative of the nature of man → it may also refer to the geometry construction Kev and Dolph perform in the middle of this chapter
- particular ... universal: terms used in philosophy and logic to describe propositions: All men aremortal is a universal proposition, whereas Socrates is a man is a particular proposition
