A Philosophical Essay on Probabilities
Laplace's 1814 founding work of probability theory and classical determinism
Tradition: Enlightenment mathematical science
Laplace's 1814 essay — classical determinism and the founding of probability theory
A Philosophical Essay on Probabilities (Essai philosophique sur les probabilités) is Pierre-Simon Laplace's 1814 essay, the philosophical introduction to his Théorie analytique des probabilités (1812). The work contains the famous statement of classical determinism — the "Laplace's demon" — an intelligence which knows all forces and the positions of all particles can predict the entire future: "for it, nothing would be uncertain, and the future as the past would be present to its eyes." Foundational for probability theory and the long debate about classical determinism in physics and philosophy.
Editions cited
- A Philosophical Essay on Probabilities, tr. Frederick Wilson Truscott and Frederick Lincoln Emory (1902; reprint Dover, 1951; reprint Cosimo 2007)
School Embodiments
Rationalist mathematical-philosophical methodology.
"Rationalist mathematical." (Philosophical Essay)
Defining statement of classical determinism.
"Classical determinism." (Philosophical Essay)
Realist mathematical-physical orientation.
"Realist mathematical-physical." (Philosophical Essay)
Proto-positivist confidence in science.
"Proto-positivist." (Philosophical Essay)
Platonist heritage in mathematical structure.
"Platonist mathematical." (Philosophical Essay)
Internal Tensions
Laplace's Essay: foundational for probability theory and the long debate about classical determinism — overturned by quantum mechanics.
I. Time
The deterministically-fixed time.
Attributes
II. Space
The classical Newtonian space.
Attributes
III. Matter
Particles with positions and forces.
Attributes
IV. Observer
The Laplace-demon as ideal knower.
Attributes
V. Energy
Energies of mechanistic determination.
Attributes
VI. Information
The complete deterministic information.
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 A Philosophical Essay on Probabilities resolves each dilemma
48 resolved positions across 4 dimensions, including 6 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 · 5 distinctive
Persistence, the future, and the direction of becoming.