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General Philosophy · Lecture 4 of 33 · 10:48
1.4 From Galileo to Descartes
Study guide
What this lecture covers
This lecture picks up the unresolved problem left by Galileo's physics: if heavenly bodies are made of ordinary matter like the Earth, why do the Moon and planets orbit rather than fly off in a straight line? It introduces René Descartes as the philosopher who took up this problem and built a comprehensive mechanical philosophy in response.
Millican shows how Descartes used the ancient sceptical 'problem of the criterion' as a weapon against Aristotelian tradition, arguing that only a science able to withstand sceptical doubt is worth believing. From that starting point, Descartes develops his famous 'I think therefore I am', an argument for God's existence, and ultimately a physics in which matter is pure extension in space and all motion takes the form of vortices.
Key ideas
- The orbit problem: if the Moon is ordinary matter subject to inertia, something must explain why it curves around the Earth instead of moving in a straight line.
- Descartes and scepticism: Descartes uses sceptical arguments deliberately to discredit appeals to Aristotelian tradition, demanding a foundation that survives doubt.
- 'I think therefore I am': Descartes's starting point of certainty, grounded in clear and distinct perception.
- Argument for God and reliable faculties: Descartes argues God exists, is not a deceiver, and therefore our properly used faculties are reliable.
- Matter as extension: for Descartes, the essence of matter is simply spatial extension; qualities like color are secondary, arising from interaction with our senses.
- The plenum and vortices: because matter just is extension, empty space is impossible, so all motion must take the form of circulating vortices, which Descartes uses to explain planetary and lunar orbits.
- Mind-matter dualism: Descartes holds that mind, whose essence is thinking, is entirely distinct from matter, whose essence is extension.
Walkthrough
The unsolved orbit problem (0:11)
The lecture opens by restating Galileo's inertia and the puzzle it creates: if the Moon is ordinary matter, why does it orbit the Earth instead of traveling in a straight line?
Descartes enters (2:32)
Descartes is introduced as 'the father of modern philosophy', noted for the readability of his Meditations. He uses sceptical arguments to reject reliance on Aristotelian tradition, insisting that only knowledge able to withstand scepticism counts as genuine science.
An epistemological foundation (4:01)
Descartes's method is summarized: certainty in his own existence and thought ('I think therefore I am'), grounded in clear and distinct perception, followed by an argument for a non-deceiving God who guarantees the reliability of properly used faculties. His concrete scientific achievements, including coordinate geometry and an account of the rainbow, are also noted.
Matter as extension (5:17)
The lecture explains Descartes's view that matter's essence is pure spatial extension, from which properties like impenetrability and inertia can supposedly be derived, while sensory qualities like color are secondary and not truly properties of matter itself.
Vortices and the laws of motion (6:33)
Because extension implies no empty space is possible, the physical world is a plenum, and all motion must take the form of vortices. This lets Descartes explain planetary and lunar orbits as bodies carried around within nested whirlpools of matter.
Before you watch
- Watch lectures 1.2 and 1.3 first: this lecture continues directly from Galileo's account of inertia and the crisis of Aristotelian astronomy.
Check your understanding
- Why does the Moon's orbit pose a problem for Galileo's account of inertia?
- How does Descartes use scepticism as a tool against Aristotelian tradition?
- What is the relationship between Descartes's claim that matter is extension and his idea of vortices?
- How does Descartes's view of mind differ from his view of matter?
Vocabulary
- mechanical philosophy (noun)
- The view that natural events are explained by physical objects acting on each other through contact.
Descartes built a complete mechanical philosophy of nature. - comprehensive (adjective)
- Complete and including everything necessary.
Descartes developed a comprehensive theory of matter and motion. - weapon (figurative) (noun)
- Something used forcefully to attack or defeat an opposing idea.
Descartes used scepticism as a weapon against Aristotelian tradition. - foundation (noun)
- A basic starting point that everything else is built upon.
Descartes wanted a foundation for knowledge that could survive doubt. - clear and distinct perception (phrase)
- Descartes's idea of an idea being so obvious and precise that it cannot reasonably be doubted.
Descartes grounds certainty in clear and distinct perception. - deceiver (noun)
- Someone or something that misleads or tricks others into believing something false.
Descartes argues God is not a deceiver. - faculties (noun)
- The mental abilities a person uses to think, perceive, and reason.
Descartes argues our faculties are reliable when used properly. - extension (noun)
- In Descartes's philosophy, the property of taking up space, which he saw as the essence of matter.
For Descartes, matter's essence is pure extension. - essence (noun)
- The most basic and defining quality of something.
The essence of mind, for Descartes, is thinking. - secondary quality (noun)
- A property, like color or taste, that depends on how an object interacts with an observer's senses.
Color is a secondary quality, not a true property of matter. - plenum (noun)
- A space that is completely full of matter, with no empty gaps.
Descartes believed the universe is a plenum with no empty space. - vortex (noun)
- A whirling, circular motion of matter, like a whirlpool.
Descartes explained planetary orbits using vortices of matter. - dualism (noun)
- The view that reality, or a person, is made of two fundamentally different kinds of substance.
Mind-matter dualism separates thinking substance from physical substance. - coordinate geometry (noun)
- A branch of mathematics that describes shapes using number pairs on axes.
Descartes is credited with inventing coordinate geometry. - impenetrability (noun)
- The property of matter that prevents two objects from occupying the same space.
Descartes tried to derive impenetrability from extension alone. - puzzle (unresolved) (noun)
- A problem that has not yet been solved.
The orbit puzzle remained unsolved before Descartes. - curve (motion) (verb)
- To move along a bending path rather than a straight line.
The Moon curves around the Earth instead of flying straight. - readability (noun)
- How easy a text is to read and understand.
Descartes's Meditations are noted for their readability. - derive (a property) (verb)
- To logically obtain one fact or property from another.
Descartes tries to derive impenetrability from extension. - nested (adjective)
- Placed one inside another in layers.
Planets are carried around within nested vortices.
Chapters
- 0:00 <Untitled Chapter 1>
- 1:53 Why the Moon Orbits around the Earth
- 2:32 Descartes
- 4:01 Epistemological Approach
- 5:17 Coordinate Geometry
- 6:33 The Laws of Motion Descartes
- 10:40 The Monster of Malmesbury
From the YouTube description
A series of lectures delivered by Peter Millican to first-year philosophy students at the University of Oxford. The lectures comprise the 8-week General Philosophy course and were delivered in late 2009. Slides here: http://podcasts.ox.ac.uk/people/peter-millican
Learn more about Oxford:
http://www.ox.ac.uk
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