Rationalism

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Learn about Rationalism with this article taken from Pisp.co.uk, a philosophy website with tools and resources to help deliver philosophy to the masses.


Fast facts

  • Rationalism is from the Latin word ratio meaning reason
  • Rationalists believe we can have knowledge of certain a priori principles that are the basis of the world
  • The flip-side is Empiricism, though most rationalists don’t totally reject empiricism
  • Prominent rationalists include Plato and Descartes

Welcome to rationalism

Rationalism, like most of western philosophy, is rooted in Ancient Greece dating back to Plato and Zeno. However, it lay pretty dormant until the 17th and 18th centuries, when it was bought back to the forefront by Descartes, amongst others. Rationalists, sometimes called the ‘armchair philosophers’, seem to have given philosophy a bit of a bad rep in modern society. People are much more concerned with science (empiricism) nowadays and the idea of thinking through problems rather than inductively working them out through experimentation seems a little alien to the plebs.

What is rationalism?

The answer’s in the question. Rationalism is from the Latin word ratio meaning reason. So, Rationalists believe that reason is the primary source of knowledge, providing justification for beliefs.

Example

Let’s say you have a fifty pence piece in your hand. You toss it up into the air. That coin will come back down, but how do we know? Rationalists hold that we have knowledge of certain a priori (knowledge prior to or independent of experience) principles, like the laws of physics (and by extension: gravity), that are the basis for the world.
Michael Lacewing and Jean-Marc Pascal put it more succinctly: “Rationalists argue that it is possible to know some synthetic propositions about how the world outside of the mind is without using sense experience.” (Lacewing and Pascal) [1]


'Armchair philosophers'

The term isn’t actually accurate since all Rationalists, bar Plato, acknowledge that everyone needs a bit of sense experience sometimes.

  • We need to be equipped with training in language and logic (i.e. maths) to begin relying solely on reason.
  • Particular facts can only really be induced (a posteriori). Take for example the distance from an examination hall you once sat in (or will sit in) to the examiner’s house where your paper was (or will be) marked.

However, the rationalist maintains that basic facts of reality can be deduced using our reason alone.

Example

To know what the time is now, we’ll need to check a clock or a watch. But, to understand the nature of time, we need no apparatus. All we have to do is to reason the concept of time.

How does it work?

Rationalists argue that either...


(Innate: not established by conditioning or learning. e.g. a baby knows to cry to get attention, even though nobody told it to do so.)

And that's how we get knowledge!

What's so special about knowledge via reason?

Rationalists advocate knowledge through reason because:

  • Innate knowledge is superior.
    If you look at the world around us, everything is in a state of flux. Things are dying, things are being born: there’s change. If we’re to rely on our senses, we’re relying upon this changing world. If we’re to rely on our reason, we’re immune from change since the laws of maths or physics simply aren’t subject to change.
  • Some knowledge is restricted to reason.
    According to some rationalists, some knowledge is only accessible by reason. Think of maths.

Enter: Zeno

I’m sure you’ve heard nothing about him, like most Greek philosophers he stands in the shadows of Plato (ha, slight pun: shadows, Plato, imago formi etc.) and Aristotle: the big guys. But, that’s not to say he didn’t do some good work in his time. Consider the following:
“In a race, the quickest runner can never overtake the slowest, since the pursuer must first reach the point whence the pursued started, so that the slower must always hold a lead.” (Aristotle) [2]
In order to get from A to B we must first cover half of the distance, then half of the remainder, then half of that remainder and so on. Okay, I feel a bulleted list coming on…


  • A tortoise and Achilles, a Greek hero, are having a race.
  • Achilles, being nice and all, gives the tortoise a head start. The tortoise plods along at a slow, but constant speed.
  • Achilles first has to get to where the tortoise originally started, and by that time, the tortoise has moved on.
  • So now Achilles gets to where the tortoise has moved on to, but the tortoise has moved on again.
  • So Achilles runs to where the tortoise has moved onto again, but the tortoise has, of course, moved on from there, too. 

Confused? Don’t be. You might be thinking “but people do overtake others in races” and you’d be right. That’s not the point, the point is that we’ve learnt that time and space cannot be divided into infinitely small parts… it just can’t happen.

And, we did it all using reason. We didn’t go out, collect Achilles and a tortoise and pit them against each other in a race… we didn’t even leave our armchair!

Fun with empirical and logical truths

Hold onto your seats people...

Empirical truths Concerns truths that could have been otherwise. The flag of the EU is made up of 12 stars in a circle, but these stars could have easily been arranged in a square. They are contingent, meaning they rely upon something else and that they can, and do, change. A sort of pre-historic duck that was thought to be extinct, for instance, turns out to be thriving in a remote part of the Congo.

Contrariwise, something that’s empirically false may, in the future, become truth. Empirical truths are less certain.
Logical truths Now these babies… they’re necessary. There is no possible way that a logical truth could ever be (or have been) otherwise. Up is not down is a logical truth. On the flip-side to that, Up is down is a logical falsity.

Logical truths are an absolute certainty.

Comprenez? Oui? Super, let’s move on to Plato…

Plato

Plato (see right, licensing #1) was a major rationalist. He rejected all sense experience. For him, the problem of the one and the many meant that empiricism was useless.
“No man ever steps in the same river twice, for it's not the same river and he's not the same man.” (Heraclitus) [3]
Yep, that is the problem of the one and the many by Heraclitus, quoted by Plato in Cratylus. As mentioned previously, the world is in a state of flux, so knowledge from a state of flux leads to knowledge that is itself flawed.

Instead, Plato deduced that we ‘recollected’ knowledge from ex-temporal (outside of time) abstract entities called forms. Each object or concept in this world has a correlating form in the, aptly named, realm of the forms. The forms are immune to the constrains of this world, like decay, so they are perfect in every way.

The following is from Bertrand Russell, a guy who really does know his stuff.
There are many individual animals of whom we can truly say ‘this is a cat’. What do we mean by the word cat? Obviously something different from each particular cat. An animal is a cat, it would seem, because it participates in a general nature common to all cats. Language cannot get on without general words such as ‘cat’, and such words are evidently not meaningless. But if the word ‘cat’ means anything, it means something which is not this or that cat, but some kind of universal cattiness. This is not born when a particular cat is born, and does not die when it does, in fact, it has no position in space or time; it is ‘eternal’. (Russell) [4]
I think that does just sum it all up. Good job there by Russell.

Clear & distinct ideas

Descartes, a French philosopher, aimed to reach an indubitable truth by asking the question “What is it possible to doubt?”. That’s ‘Que peut-on douter?’ en français. See, A-Level French does pay off! Anyway, he wanted to know what gave certain truths their certainty. Don’t worry, you’re not the only one thinking he’s a bit of a loon for questioning the certainty of things like maths (he was French, don’t forget). He set up criteria for establishing what exactly makes a truth self-evident: the clarity and distinctness of an idea.

Let's clear things up (pun)...

  • An idea is clear if I say so we cannot help but take notice of it. So, strong physical sensations, like pain, or thoughts like the desire for something.
  • An idea is distinct if it cannot possibly be confused with anything else. Think about a time you've had a headache. The pain is clear, but it's indistinct since you don't know exactly where the pain is or what's causing it.


Final thoughts

Well, you’ve made it this far, well done!

We’ve not discussed the problems or criticisms of Rationalism here, because the next guide is Rationalism’s biggest criticism: Empiricism. Tune in next time to find out more.

Remember… always think outside of the Poke Ball!

(Pokeball right, see licensing #2)

Pisp.co.uk

This article was written by Michael McGovern of the Pisp.co.uk team
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Licensing

  1. Extract from School of Athens (1509) Raphael. Image public domain under EU law, from Wikipedia:
    http://en.wikipedia.org/wiki/Image:Plato-raphael.jpg
  2. Pokeball illustration. Image used in accordance with the terms at Mascot Factory:
    http://mascot.crystalxp.net/en.id.3097-pokeball.html

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References

  1. Lacewing, Michael and Jean-Marc Pascal. Revise Philosophy for AS Level. Canada: Routledge, 2007.
  2. Aristotle. Physics. United States: Oxford University Press, 1996. VI:9, 239b15.
  3. Heraclitus. Plato. Cratylus. USA: Hackett Publishing Company, 1998. Fragment 41.
  4. Russell, Bertrand. History of Western Philosophy. London: Routledge, 2004.

Comments

Zeno's Paradox - Of course we can split Achilles's pursuit into an infinite number of steps -but they can still take place in a finite time

Of course the Zeno argument "The point is that we’ve learnt that time and space cannot be divided into infinitely small parts… it just can’t happen." is incorrect.
An auxiliary assumption that leads to this conclusion is that an infinite number of parts when summed together is always infinite. But this is false.

The sum 1 + 1/2 + 1/4 + 1/8 + 1/16 etc ad infinitum is an infinite sum which adds up to 2 (which is finite).

So Achilles's approach can be split into an infinite number of small steps; but he still catches up in a finite time.

Last edited Jul 11, 2009 3:13 AM
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Nice details on rationalism

Great knol - I can learn about rationalism and my favourite philosopher, Plato.

I blog on your knol - http://www.knoltoday.com/society/2008/09/27/rationalism-living/

Thanks!

Last edited Sep 26, 2008 10:41 AM
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Pisp.co.uk down

Pisp.co.uk's currently down at the moment, we exceeded our bandwidth for this month due to a large influx of visitors :(



Sorry to those clicking through to our site. :)

Last edited Sep 25, 2008 8:05 AM
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Rationality Rocks!

Nicely done. I agree with Peter that there could be a mention of the relationship between reason and religion (or lack thereof). Other than that, well done!


Sep 24, 2008 4:59 PM
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Rationalism and Religion

Perhaps you could say a few words about the relationship of Reason and Religion. Martin Luther said it with complete sincerity and with the most proper words (quotation)- absolute incompatibility! All other considerations are just fairy tales.
Peter

Last edited Sep 25, 2008 7:50 AM
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Michael
Michael
Student
Birmingham, UK

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