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Single Idea 19374

[filed under theme 26. Natural Theory / A. Speculations on Nature / 6. Early Matter Theories / g. Atomism ]

Full Idea

Micrographers observe qualities of larger things found in smaller things. And if this proceeds to infinity - which is possible since the continuum is divisible to infinity - any atom will be an infinite species, and there will be worlds within worlds.

Gist of Idea

Microscopes and the continuum suggest that matter is endlessly divisible

Source

Gottfried Leibniz (works [1690], A VI ii 241)

Book Ref

Arthur, Richard T.W.: 'Leibniz' [Polity 2014], p.58


A Reaction

[a work of the 1670s] The microscope had a huge impact on Leibniz, much more than the telescope.


The 40 ideas with the same theme [lowest level of matter is tiny indivisible parts]:

'Full' and 'Void' secularised Parmenides's Being and Not-being [Democritus, by Heisenberg]
If only atoms are real and the rest is convention, we wouldn't bother to avoid pain [Democritus, by Diogenes of Oen.]
When atoms touch, why don't they coalesce, like water drops? [Aristotle on Democritus]
Atomists say there are only three differences - in shape, arrangement and position [Democritus, by Aristotle]
Because appearance is infinitely varied, atomists assume infinitely many shapes of atom [Democritus, by Aristotle]
Atoms cling together, until a stronger necessity disperses them [Democritus, by Aristotle]
Atoms are irregular, hooked, concave, convex, and many other shapes [Democritus, by Aristotle]
There could be an atom the size of the world [Democritus, by Ps-Plutarch]
There must be atoms, to avoid the absurdity of infinite division down to nothing [Democritus, by Aristotle]
The basic atoms are without qualities - which only arise from encounters between atoms [Democritus, by Galen]
Experiences are merely convention; only atoms and the void are real [Democritus]
If a cone is horizontally sliced the surfaces can't be equal, so it goes up in steps [Democritus]
We must consider the four basic shapes as too small to see, only becoming visible in large numbers [Plato]
Wood is potentially divided through and through, so what is there in the wood besides the division? [Aristotle]
If a body is endlessly divided, is it reduced to nothing - then reassembled from nothing? [Aristotle]
Bodies are endlessly divisible [Aristotle]
There exists an infinity of each shape of atom, but the number of shapes is beyond our knowledge [Epicurus]
Atoms just have shape, size and weight; colour results from their arrangement [Epicurus]
There cannot be unlimited division, because it would reduce things to non-existence [Epicurus]
Democritus says atoms have size and shape, and Epicurus added weight [Epicurus, by Ps-Plutarch]
Atoms don't swerve by being struck, because they move in parallel, so the swerve is uncaused [Cicero on Epicurus]
What causes atomic swerves? Do they draw lots? What decides the size or number of swerves? [Cicero on Epicurus]
Everything is created and fed by nature from atoms, and they return to atoms in death [Lucretius]
If an object is infinitely subdivisible, it will be the same as the whole universe [Lucretius]
In downward motion, atoms occasionally swerve slightly for no reason [Lucretius]
If only atoms exist, how do qualities arise when the atoms come together? [Plutarch]
How can things without weight compose weight? [Alexander]
Atoms are not points, but hard indivisible things, which no force in nature can divide [Gassendi]
How do mere atoms produce qualities like colour, flavour and odour? [Gassendi]
The corpuscles just have shape, size and motion, which explains things without 'sympathies' or 'forces' [Boyle, by Alexander,P]
There are atoms of substance, but no atoms of bulk or extension [Leibniz]
I think the corpuscular theory, rather than forms or qualities, best explains particular phenomena [Leibniz]
Atomism is irrational because it suggests that two atoms can be indistinguishable [Leibniz]
Things are infinitely subdivisible and contain new worlds, which atoms would make impossible [Leibniz]
The only simple things are monads, with no parts or extension [Leibniz]
Leibniz rejected atoms, because they must be elastic, and hence have parts [Leibniz, by Garber]
Microscopes and the continuum suggest that matter is endlessly divisible [Leibniz]
Epicurean atoms are distinguished by their extreme hardness [Garber]
The 17th century reintroduced atoms as mathematical modes of Euclidean space [Rowlands]
Atomists say causation is mechanical collisions, and all true qualities are microscopic [Pasnau]