Ramon Llull
The Ars Magna — a universal combinatorial logic for demonstrating truth and converting the infidel
Ramon Llull (Raymond Lully) was a Catalan mystic, philosopher, and indefatigable missionary who produced over 250 works in Catalan, Latin, and Arabic. After a conversion experience around 1263, he devoted his life to the conversion of Muslims and Jews through rational demonstration rather than force. His great invention was the Ars Magna (Ars Generalis Ultima, 1305–1308), a combinatorial system using revolving concentric discs inscribed with fundamental concepts (goodness, greatness, eternity, power, wisdom, will, virtue, truth, glory) to generate every possible true proposition about God and creation. He founded a school for the study of Arabic at Miramar in Majorca, lobbied popes and kings for missions to North Africa, and made three missionary journeys to Tunis and Bougie. He wrote the novel Blanquerna (containing the Book of the Lover and the Beloved), the encyclopedic Arbre de Ciencia, and philosophical works in dialogue form. Tradition holds that he was stoned to death in Tunis; he is venerated as a martyr in Majorca.
Key works
- Ars Magna (Ars Generalis Ultima, 1305–1308)
- Blanquerna (c. 1283, containing the Book of the Lover and the Beloved)
- Arbre de Ciencia (Tree of Science, 1295–1296)
- Libre de Contemplacio en Deu (Book of Contemplation, c. 1273–1274)
- Ars Brevis (1308, abridgement of the Ars Magna)
- Disputatio Raimundi et Averroistae (1310)
Declared Influences
Rationalism 30%
Catholic/Thomistic 20%
Islamic Philosophy / Falsafa 20%
Mysticism 15%
Logicism 15%
The Ars Magna is a rationalist programme in the strongest sense: Llull believed that the truths of faith could be demonstrated by necessary reasons (rationes necessariae), not merely believed on authority.
"I, Ramon, have found a general art by which all questions can be resolved." (Ars Generalis Ultima, prologue, paraphrasing)
Llull worked within the framework of Latin scholastic theology, though his method was highly idiosyncratic. He engaged with Thomistic and Augustinian traditions and addressed the standard theological questions of Trinity, Incarnation, and the attributes of God.
The nine dignities of God in the Ars (goodness, greatness, eternity, power, wisdom, will, virtue, truth, glory) map onto the scholastic divine attributes.
Llull learned Arabic, engaged extensively with Islamic philosophy and theology, and designed his Art partly as a common ground for interreligious rational debate with Muslim scholars.
The Disputatio Raimundi et Averroistae (1310) is a direct engagement with Averroist philosophy; many of his works are structured as Christian-Muslim dialogues.
The Book of the Lover and the Beloved (within Blanquerna) is one of the great medieval mystical texts, written in a style consciously modelled on Sufi devotional literature.
"The Lover asked the Beloved: Which is greater, loving or being loved? The Beloved answered: In mortals, loving; in the Beloved, both are equal." (Book of the Lover and the Beloved, paraphrasing)
The combinatorial logic of the Ars Magna anticipates Leibniz's characteristica universalis and formal logic. Llull's mechanical discs are among the earliest computation devices.
Leibniz explicitly acknowledged Llull as a predecessor in his Dissertatio de Arte Combinatoria (1666).
Internal Tensions
Llull's claim that the truths of faith (Trinity, Incarnation) can be demonstrated by necessary reasons was controversial in his own time and was condemned by some later authorities. His interreligious project aimed at conversion, not pluralist dialogue in the modern sense, yet his method of rational persuasion and his respect for Arabic learning set him apart from crusading contemporaries. The Ars Magna was dismissed as eccentric by many scholastics but was rediscovered by Leibniz as a forerunner of formal logic and computation.
I. Time
Both — God's eternal attributes and the temporal created order. Linear, uni-directional, oriented toward the eschatological conversion of the world.
Attributes
II. Space
Finite, three-dimensional, local. The Ptolemaic cosmos underlies Llull's cosmology; his missionary journeys presuppose concrete geography.
Attributes
III. Matter
Substantival, conserved, local. The four elements and their combinations play a role in Llull's natural philosophy alongside the logical combinatorics of the Art.
Attributes
IV. Observer
Embodied, active, rational. The observer uses the Ars as a rational instrument to access universal truth. Knowledge can be total through the correct application of the combinatorial method.
Attributes
V. Energy
Finite, substantival, conserved. No distinctive energy doctrine; conventional medieval Aristotelian assumptions.
Attributes
VI. Information
Discrete and conserved: the Ars treats knowledge as a finite combinatorial space of fundamental concepts, each combination yielding a determinate truth. This is one of the earliest information-theoretic intuitions in Western thought.
Attributes
Classified works
Works in the atlas that Ramon Llull authored or that draw on this persona's writings, with full attribute fingerprints of their own.
Computed school proximity
The persona's attribute fingerprint scored against all 202 schools using the same quiz scorer. Useful as a sanity check on the hand-curated influences above.
Philosophical neighbors
Other personas whose attribute fingerprint sits closest to Ramon Llull's — intellectual neighbors across traditions and eras.
How Ramon Llull resolves each dilemma
54 resolved positions across 4 dimensions, including 4 distinctive where the majority of schools go the other way · 3 unaligned.
Each dimension is sorted so minority positions come first. Mainstream positions are folded into an expandable list.
Time · 9 dilemmas, all mainstream
Matter · 7 dilemmas, all mainstream
Observer · 37 dilemmas · 4 distinctive
Mind, agency, and the knower's relation to the known.
30 mainstream positions
3 unaligned
Information · 4 dilemmas, all mainstream
Films Referencing This Persona (7)
Either directly referenced in the film, or reading the film through one of this persona's top schools.
Experiments Engaging This Persona's Schools
Surface via influence-schools that respond to the experiment. Each entry shows the school through which the connection runs.