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| Alphabetical [« »] extend 5 extended 15 extends 2 extension 57 extensions 2 extent 6 exterior 1 | Frequency [« »] 60 parts 60 substance 60 who 57 extension 57 nor 57 nothing 57 own | George Berkeley A treatise concerning the Principles of Human Knowledge IntraText - Concordances extension |
Part, Chapter, Paragraph
1 Pre, Int, 7 | frame the abstract ideas of extension, colour, and motion. Not 2 Pre, Int, 7 | motion to exist without extension; but only that the mind 3 Pre, Int, 7 | idea of colour exclusive of extension, and of motion exclusive 4 Pre, Int, 7 | exclusive of both colour and extension.~ 5 Pre, Int, 8 | a most abstract idea of extension, which is neither line, 6 Pre, Int, 11 | or that "whatever has extension is divisible," these propositions 7 Pre, Int, 11 | understood of motion and extension in general; and nevertheless 8 Pre, Int, 11 | abstract general idea of extension, which is neither line, 9 Pre, Int, 11 | other of every particular extension, it matters not whether 10 Text, 0, 5 | colours, heat and cold, extension and figures - in a word 11 Text, 0, 9 | By the former they mean extension, figure, motion, rest, solidity 12 Text, 0, 9 | senseless substance, in which extension, figure, and motion do actually 13 Text, 0, 9 | have already shown, that extension, figure, and motion are 14 Text, 0, 10 | of thought, conceive the extension and motion of a body without 15 Text, 0, 10 | only in the mind. In short, extension, figure, and motion, abstracted 16 Text, 0, 11 | organs of sense varies. The extension therefore which exists without 17 Text, 0, 11 | But, say you, they are extension in general, and motion in 18 Text, 0, 11 | and his followers. Without extension solidity cannot be conceived; 19 Text, 0, 11 | therefore it has been shewn that extension exists not in an unthinking 20 Text, 0, 12 | respects. Thus, the same extension is one, or three, or thirty-six, 21 Text, 0, 14 | well argue that figure and extension are not patterns or resemblances 22 Text, 0, 15 | prove the same thing of extension, figure, and motion. Though 23 Text, 0, 15 | much prove that there is no extension or colour in an outward 24 Text, 0, 15 | sense which is the true extension or colour of the object. 25 Text, 0, 15 | impossible that any colour or extension at all, or other sensible 26 Text, 0, 16 | received opinion. - It is said extension is a mode or accident of 27 Text, 0, 16 | meant by Matter's supporting extension. Say you, I have no idea 28 Text, 0, 25 | it plainly follows that extension, figure, and motion cannot 29 Text, 0, 37 | sensible qualities, such as extension, solidity, weight, and the 30 Text, 0, 49 | perhaps be objected that if extension and figure exist only in 31 Text, 0, 49 | extended and figured; since extension is a mode or attribute which ( 32 Text, 0, 49 | mind is extended, because extension exists in it alone, than 33 Text, 0, 49 | distinct from the hardness, extension, and figure which are predicated 34 Text, 0, 67 | matter the positive ideas of extension, figure, solidity and motion, 35 Text, 0, 67 | certain - since all place or extension exists only in the mind, 36 Text, 0, 76 | substance or support of extension, motion, and other sensible 37 Text, 0, 77 | no thoughtless support of extension and the other qualities 38 Text, 0, 87 | Colour, figure, motion, extension, and the like, considered 39 Text, 0, 87 | things. What may be the extension, figure, or motion of anything 40 Text, 0, 91 | received principles, that extension, motion, and in a word all 41 Text, 0, 99 | when we attempt to abstract extension and motion from all other 42 Text, 0, 99 | first, it is supposed that extension, for example, may be abstracted 43 Text, 0, 99 | secondly, that the entity of extension may be abstracted from its 44 Text, 0, 99 | alike real; that where the extension is, there is the colour, 45 Text, 0, 123| numbers we proceed to speak of Extension, which, considered as relative, 46 Text, 0, 123| infinite divisibility of finite extension, though it is not expressly 47 Text, 0, 123| it appear that no finite extension contains innumerable parts, 48 Text, 0, 124| Every particular finite extension which may possibly be the 49 Text, 0, 124| innumerable parts in any finite extension that I consider, it is certain 50 Text, 0, 124| divisible. If by finite extension be meant something distinct 51 Text, 0, 124| of it. But if the terms "extension," "parts," &c., are taken 52 Text, 0, 124| say a finite quantity or extension consists of parts infinite 53 Text, 0, 125| thought of the ideas of sense) extension in abstract is infinitely 54 Text, 0, 125| infinite divisibility of extension are bottomed on them. At 55 Text, 0, 128| infinite divisibility of finite extension has been thought necessary 56 Text, 0, 130| positive quantity or part of extension which, though multiplied 57 Text, 0, 130| equal the smallest given extension. And yet on the other hand