Summary: A Treatise Concerning the Principles of Human Knowledge
The Principles of Human Knowledge was written by the Irish bishop George Berkeley in 1710, with the primary aim of countering the impious doctrines of materialism and atheism. To this end, he develops a striking theory of knowledge grounded in radical empiricism: 'to be is to be perceived'.
Berkeley, an Irish bishop, wrote this work for sceptics and unbelievers.
It is often the way we use our thinking—raising various problems on a given subject—that leads to scepticism. This is due not to reason itself, but to the misuse we make of it. Hence this famous metaphor:
The far greater Part, if not all, of those Difficulties which have [...] block'd up the way to Knowledge, are intirely owing to our selves. [...] We have first rais'd a Dust, and then complain, we cannot see 1.
What, then, are the false principles that have led us astray?
They concern the notion of abstraction and, by extension, abstract ideas. These are taken to be the objects of logic or metaphysics, whereas they are merely fictions. Or, to put it another way: we have no abstract ideas.
Berkeley summarises the doctrine of abstraction as follows:
Qualities [...] do never really exist each of them apart by it self, and separated from all others, but are mix'd [...] and blended together, several in the same Object. But we are told, the Mind being able to consider each Quality singly, or abstracted from those other Qualities with which it is united, does by that means frame to it self abstract Ideas. 2.
Berkeley gives an example: if one sees an Object extended, coloured, and moved
, the mind breaks this compound object down into simple ideas and does frame the abstract Ideas of Extension, Colour, and Motion
3. He specifies:
Not that it is possible for Colour or Motion to exist without Extension: but only that the Mind can frame to it self by Abstraction the Idea of Colour exclusive of Extension4.
The abstract idea is supposed to be a general idea that groups together what is common to all the things of which it is the idea.
Another example brings out the striking nature of this doctrine: it makes an Idea of Colour in abstract which is neither Red, nor Blue, nor White, nor any other determinate Colour
5.
Abstract ideas are even held to be formed from the most complex beings, such as man—a being who would have a size and a colour, yet no particular size or colour.
Berkeley then presents his celebrated critique of this doctrine of abstraction.
He begins by declaring that he does not possess this wonderful Faculty of Abstracting [...] Ideas
6.
He does acknowledge, however, an entirely different faculty: that of picturing ideas of particular things and combining them. He can imagine a man with two heads, but that man will have a particular colour and shape: The Idea of Man that I frame to my self, must be either of a White, or a Black, or a Tawny, a Straight, or a Crooked, a Tall, or a Low, or a Middle-sized Man.
7.
In fact, the general abstract idea is an impossibility in itself: I cannot by any effort of Thought conceive the abstract Idea above described.
8.
One can separate qualities in thought only if they can be separated in reality (for instance, by imagining a man with one arm missing): one cannot conceive separately, those Qualities which it is impossible should Exist so separated
9.
Berkeley takes issue with Locke, who, in An Essay Concerning Human Understanding, argues that the faculty of forming abstract general ideas is what makes man superior to animals, and assumes that language implies the possession of such ideas. For Berkeley, this is a mistake:
A Word becomes general by being made the Sign, not of an abstract general Idea but, of several particular Ideas, any one of which it indifferently suggests to the Mind. 10.
In fact, Berkeley does not deny absolutely that there are general Ideas, but only that there are any abstract general Ideas
11.
Here is how he characterises this type of idea: An Idea, which considered in it self is particular, becomes general, by being made to represent or stand for all other particular Ideas of the same sort
12.
2 ibid., §7
3 ibid.
4 ibid.
5 §8
6 §10
7 ibid.
8 ibid.
9 ibid.
10 §11
11 §12
12 ibid.
