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| Alphabetical [« »] infinitely 26 infinities 1 infinitum 17 infinity 85 inflamed 1 inflexible 1 inflicted 1 | Frequency [« »] 87 v.g. 86 children 86 did 85 infinity 85 law 85 rule 85 spirit | John Locke An essay concerning human understanding IntraText - Concordances infinity |
Book, Chapter
1 I, III | notion of God, where unity, infinity, and eternity were excluded. 2 I, III | conceptions of the unity and infinity of the Deity, I grant it. 3 II, XII | have of space, time, and infinity, and some few others that 4 II, XIV | appearance never co-existed.~30. Infinity in duration. For, as in 5 II, XIV | have of eternity; of whose infinity we have no other notion 6 II, XIV | notion than we have of the infinity of number, to which we can 7 II, XV | and sticks not to ascribe infinity to duration; but it is with 8 II, XV | many admit or suppose the infinity of space. The reason whereof 9 II, XV | extent of body, into the infinity of space or expansion; the 10 II, XVI | duration; and our idea of infinity, even when applied to those, 11 II, XVI | seems to be nothing but the infinity of number. For what else 12 II, XVI | and expansion, with the infinity of number; in which we can 13 II, XVI | and most distinct idea of infinity: of which more in the following 14 II, XVII | Chapter XVII~Of Infinity ~1. Infinity, in its original 15 II, XVII | Chapter XVII~Of Infinity ~1. Infinity, in its original intention, 16 II, XVII | which we give the name of infinity, cannot do it better than 17 II, XVII | than by considering to what infinity is by the mind more immediately 18 II, XVII | have no other idea of this infinity but what carries with it 19 II, XVII | as we can, with all the infinity of endless number. I do 20 II, XVII | these our ideas of their infinity.~2. The idea of finite easily 21 II, XVII | How we come by the idea of infinity. Every one that has any 22 II, XVII | considerations of our idea of infinity.~6. Why other ideas are 23 II, XVII | ideas are not capable of infinity. If it be so, that our idea 24 II, XVII | be so, that our idea of infinity be got from the power we 25 II, XVII | Why we do not attribute infinity to other ideas, as well 26 II, XVII | repetition, the idea of infinity; because, with this endless 27 II, XVII | minds towards the thought of infinity.~7. Difference between infinity 28 II, XVII | infinity.~7. Difference between infinity of space, and space infinite. 29 II, XVII | infinite. Though our idea of infinity arise from the contemplation 30 II, XVII | our thoughts, when we join infinity to any supposed idea of 31 II, XVII | duration. For, as our idea of infinity being, as I think, an endless 32 II, XVII | greater than it is,)—to join infinity to it, is to adjust a standing 33 II, XVII | between the idea of the infinity of space, and the idea of 34 II, XVII | consider it in numbers. The infinity of numbers, to the end of 35 II, XVII | soever this idea of the infinity of number be, there is nothing 36 II, XVII | there we have our idea of infinity: which, though it seems 37 II, XVII | contrary to the idea of infinity, which consists in a supposed 38 II, XVII | bounds; and that the idea of infinity, in which our thoughts can 39 II, XVII | us the clearest idea of infinity. But of all other ideas, 40 II, XVII | and most distinct idea of infinity we are capable of. For, 41 II, XVII | mind pursues the idea of infinity, it there makes use of the 42 II, XVII | clearest idea it can get of infinity, is the confused incomprehensible 43 II, XVII | different conceptions of the infinity of number contrasted with 44 II, XVII | into the idea we have of infinity, and discover to us, that 45 II, XVII | that it is nothing but the infinity of number applied to determinate 46 II, XVII | else but the turning this infinity of number both ways, a parte 47 II, XVII | such addition with all the infinity of number: and when we would 48 II, XVII | 11. How we conceive the infinity of space. The same happens 49 II, XVII | or orbis magnus,—by the infinity of number, we add others 50 II, XVII | therefore there is an apparent infinity to us also in that, which 51 II, XVII | also in that, which has the infinity also of number; but with 52 II, XVII | former considerations of the infinity of space and duration, we 53 II, XVII | infinitely little;—our idea of infinity being, as I may say, a growing 54 II, XVII | 13. No positive idea of infinity. Though it be hard, I think, 55 II, XVII | actual infinite number;—the infinity whereof lies only in a power 56 II, XVII | the like also being in the infinity of space and duration, which 57 II, XVII | parts, it can have no other infinity than that of number capable 58 II, XVII | have a positive idea of infinity in quantity. They who would 59 II, XVII | complete and positive idea of infinity. In which case, let this 60 II, XVII | our positive idea towards infinity, lies in obscurity, and 61 II, XVII | too scanty for positive infinity.~17. No complete idea of 62 II, XVII | gives me a positive idea of infinity; which, whenever I endeavour 63 II, XVII | Every one that looks towards infinity does, as I have said, at 64 II, XVII | because we have an idea of the infinity of space, than it is necessary 65 II, XVII | has any positive idea of infinity in either case. For whatsoever 66 II, XVII | Supposed positive ideas of infinity, cause of mistakes. But 67 II, XVII | positive comprehensive ideas of infinity, it is fit they enjoy their 68 II, XVII | all discourses concerning infinity,—whether of space, duration, 69 II, XVII | a defect in our ideas of infinity, and the disproportion the 70 II, XVII | the contemplation of them,—Infinity, it is possibly no more 71 II, XVII | even the idea we have of infinity, how remote soever it may 72 II, XVII | into their minds ideas of infinity. But this hinders not but 73 II, XVII | ideas which they had of infinity from sensation and reflection, 74 II, XVIII| to extend itself even to infinity; which, however it may of 75 II, XXIII| of these with our idea of infinity; and so putting them together, 76 II, XXIII| to that vastness to which infinity can extend them.~35. God 77 II, XXIII| incognisable. For it is infinity, which, joined to our ideas 78 II, XXIII| attribute to God, bating infinity, which is not also a part 79 II, XXIX | added (wherein consists the infinity) we have but an obscure, 80 III, VI | all these together, with infinity to each of them, we have 81 III, VI | all those other ideas with infinity; to the other spirits, with 82 III, VI | other, but only that of infinity. All the particular ideas 83 III, VI | utmost we can imagine, even infinity, when we would frame as 84 IV, X | particles of matter, and so an infinity of gods. And yet, if they 85 IV, XVII | extension of matter, nor of infinity, we are at a loss about