Isaac Newton — "It is possible that gravity may be essential to matter."
It is possible that gravity may be essential to matter.
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More from Isaac Newton
"It is the perfection of God's works that they are all done with the greatest simplicity."
"I have not been able to discover the cause of those properties of gravity from phenomena, and I frame no hypotheses."
"This most beautiful system of the sun, planets and comets, could only proceed from the counsel and dominion of an intelligent and powerful Being."
"I consider my experiments as a kind of play."
"I build my philosophy upon the shoulders of giants."
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Understanding this quote
What it means
Newton is suggesting that gravity might not be a force imposed on matter from outside, but something woven into matter itself — an inherent property, not a separate phenomenon. Rather than gravity acting on things, it may simply be part of what matter fundamentally is. This raises a profound question: is the tendency of mass to attract other mass a built-in feature of physical reality, inseparable from existence itself?
Relevance to Isaac Newton
Newton's 1687 Principia gave the world the mathematical law of universal gravitation, yet he famously refused to speculate on gravity's cause, writing 'I frame no hypotheses.' This quote reveals the private tension beneath that restraint — he genuinely wrestled with whether gravity had a physical seat in matter itself. His decades of alchemy and theological inquiry show he constantly sought the deeper nature of forces, not merely their mathematical description.
The era
In Newton's era, 'action at a distance' — gravity pulling objects across empty space with no physical contact — was philosophically scandalous. Descartes and Leibniz demanded mechanical explanations: something must push or carry forces. The early modern scientific revolution was dismantling Aristotelian categories without consensus on replacements. Newton's speculation that gravity might be intrinsic to matter was his attempt to answer critics demanding a mechanism behind his otherwise purely mathematical law.
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