Laruelle, Francois. “Mon Parmenide.” La Decision philosophique 7 (1989): 105-114.
—translated by Taylor Adkins
My Parmenides
On the argument: The One is One because it is One rather than because it is or is Other.
Non-Parmenidian Axioms
1. If the One (etc.), the One is the real identity that founds a transcendental rather than logical axiomatic.
2. If the One (…), and if Parmenides says the One that is, the transcendental axiomatic is non-Parmenidean.
3. If the One (…), and if man is the One itself, the Soul is the only non-Parmenidian identity.
4. If the One (…), axioms are specific effects that form the content of the Soul.
5. If the One (…), the Soul loves axioms.
6. If the One (…), the axiom is made for man, not man for the axioms.
7. If the One (…), Being, the Existent, the Other, Unity, and all the words of language form the alphabet of the transcendental axiomatic.
8. If the One (…), and if man is the only non-Parmenidian identity, the systems that axiomatize the Existent, Being, the Other, Unity, and all the words of language are the content of the Soul.
9. If the One (…), contraries can been rendered identical in the last instance of the One or are consistent.
10. If the One (…), axioms are consistent as affects in-One.
11. If the One (…), the transcendental consistency of axioms is neither their logical consistency nor their philosophical consistency of contraries under the rule of their identity.
12. If the One (…), then the statements: “The One is/and Being,” “the One is/and the Existent,” “the One is/and Unity” are philosophical axioms: transcendent, non-consistent, and illusory.
13. If the One (…), then the statements: “the One is” and “the One is not” are philosophical axioms: transcendent, non-consistent, and illusory.
14. If the One (…), then the statement: “man is an axiom for man” is a philosophical statement: transcendent, non-consistent, illusory.
15. If the One (…), non-Parmenidianism is identically non-Heracliteanism to the close difference of Parmenides and Heraclitus which is contingent.
16. If the One (…), the consistency of axioms is identically their solitude.
17. If the One (…), and if the real axiomatic bears upon every language, axiom is oracle.