Isagoge (Introduction to Aristotle's Categories)
Porphyry's c. 270 introduction to Aristotelian logic — foundational late-antique philosophical text
Tradition: Neoplatonism / Aristotelian commentary
Porphyry's c. 270 introduction to Aristotelian logic — foundational late-antique and medieval philosophical text
The Isagoge is Porphyry's c. 270 short introduction to Aristotle's Categories — central thesis: a systematic exposition of the "five voices" or predicables (genus, species, difference, property, accident). The work's most famous question — about the metaphysical status of universals (whether they exist independently or only in things or only in minds) — set the agenda for the medieval problem of universals (Latin via Boethius). One of the most influential short works in Western philosophy.
Author
Editions cited
- Isagoge; Greek text and Latin translation of Boethius; English: Porphyry: Introduction (Isagoge), trans. Jonathan Barnes (Oxford UP, 2003)
School Embodiments
Foundational for medieval scholastic logic.
"Foundational medieval logic." (Isagoge)
Foundational for analytic-metaphysical logic.
"Foundational analytic." (Isagoge)
Internal Tensions
Porphyry's question about universals set the agenda for the medieval realism-nominalism debate.
I. Time
The logical-categorical analysis time.
Attributes
II. Space
The categorical-logical space of predicables.
Attributes
III. Matter
Substance and the categorical predicables.
Attributes
IV. Observer
The logical-analytic philosopher.
Attributes
V. Energy
Energies of categorical analysis.
Attributes
VI. Information
Foundational logical-introductory framework.
Attributes
Personas with the nearest attribute fingerprint
Historical figures whose own classification on the same six-dimensional grid lands closest to this work's. Computed by attribute-agreement on coordinates both address.
Computed school proximity
The work's attribute fingerprint scored against all schools using the same quiz scorer. Useful as a sanity check on the hand-curated embodiments above.
How Isagoge (Introduction to Aristotle's Categories) resolves each dilemma
48 resolved positions across 4 dimensions, including 3 distinctive where the majority of schools go the other way · 9 unaligned.
Each dimension is sorted so minority positions come first. Mainstream positions are folded into an expandable list.
Time · 9 dilemmas · 3 distinctive
Persistence, the future, and the direction of becoming.