Isaac Newton — "For it is the property of true philosophy to deduce the causes of all natural ef…"
For it is the property of true philosophy to deduce the causes of all natural effects from the simplest possible principles.
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More from Isaac Newton
"What goes up must come down."
"Nature is pleased with simplicity, and affects not the pomp of superfluous causes."
"Truth is the offspring of silence and meditation."
"For the conservation of motion, it is necessary that the body should be moved in a vacuum."
"It seems probable to me, that God in the beginning formed matter in solid, massy, hard, impenetrable, moveable particles..."
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Understanding this quote
What it means
True science works by finding the fewest, simplest underlying principles that explain the widest range of natural events. Rather than inventing elaborate explanations for each phenomenon separately, good philosophy hunts for minimal root causes whose consequences ripple outward to account for everything. Complexity in nature is an illusion hiding deeper simplicity. The goal is parsimony: one unified framework, not a patchwork of ad hoc stories.
Relevance to Isaac Newton
Newton lived this principle: his three laws of motion and one law of universal gravitation unified falling apples, ocean tides, orbiting planets, and pendulum swings into a single mathematical system. His Principia Mathematica (1687) achieved exactly what the quote describes — deriving an enormous range of natural effects from a compact set of axioms. He viewed God's creation as inherently orderly, believing simplicity in principle reflected divine rational design.
The era
The 17th century was fracturing Aristotle's authority. Natural philosophers debated competing frameworks — Descartes' mechanical vortices, alchemical traditions, Leibniz's monads — each multiplying explanatory entities. Newton's era demanded a methodological revolution: replace qualitative, purpose-driven accounts with mathematical laws derivable from minimal assumptions. His quote was a manifesto against hypothesis-stacking, echoing Ockham's razor but weaponizing it for empirical science at the height of the Scientific Revolution.
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