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gratuitous 1
gray 1
great 15
greater 49
greatest 4
greatness 6
greece 1
Frequency    [«  »]
50 far
50 perishing
49 argument
49 greater
49 potentially
49 sake
48 about
Aristotle
Physics

IntraText - Concordances

greater

   Book, Paragraph
1 I, 4 | direction either of the greater or of the less.~Again (3) 2 I, 8 | this has been done with greater precision elsewhere. So, 3 IV, 1 | place is neither less nor greater than they are.~By asking 4 IV, 4 | thing is neither less nor greater than the thing.~(4) Place 5 IV, 4 | of what is in it nor yet greater than its extension, but 6 IV, 8 | that bodies which have a greater impulse either of weight 7 IV, 8 | plena it must be so; for the greater divides them faster by its 8 IV, 9 | smaller volume, or becomes greater from being smaller, it is 9 IV, 9 | if the arc or curve of a greater circle becomes that of a 10 IV, 12 | in number is so, a time greater than everything in time 11 IV, 12 | in time: for there is a greater time which will extend both 12 V, 2 | kind from a lesser to a greater or from a greater to a lesser 13 V, 2 | lesser to a greater or from a greater to a lesser degree is alteration: 14 V, 2 | quality, and change to a greater degree of a quality will 15 V, 2 | possessing a quality in a greater or in a lesser degree means 16 VI, 2 | of two things traverses a greater magnitude in an equal time, 17 VI, 2 | magnitude in less time, and a greater magnitude in less time, 18 VI, 2 | quicker will pass over a greater magnitude. More than this, 19 VI, 2 | this, it will pass over a greater magnitude in less time: 20 VI, 2 | that A has passed over is greater than the magnitude GE, and 21 VI, 2 | quicker will pass over a greater magnitude in less time. 22 VI, 2 | since it passes over the greater magnitude in less time than 23 VI, 2 | itself) passes over LM the greater in more time than LX the 24 VI, 2 | magnitude (as well as a greater) in less time than the slower.~ 25 VI, 2 | measure of AB or less or greater than an exact measure: it 26 VI, 2 | the quicker passes over a greater length, it may happen that 27 VI, 2 | an indivisible but in a greater time. It is evident, therefore, 28 VI, 7 | a period of time, and a greater magnitude is traversed in 29 VI, 10 | can never traverse a space greater than itself without first 30 VII, 1 | motions of the others may be greater: but assuming what is conceivable, 31 VII, 1 | they are equal or some are greater, in both cases the whole 32 VII, 1 | motion is either equal to or greater than that which follows 33 VII, 2 | another in possessing a greater or lesser number of sensible 34 VII, 2 | sensible characteristics in a greater or lesser degree. But the 35 VII, 4 | of course, the one may be greater or less than the other. 36 VII, 4 | the circumference can be greater or less than the straight 37 VII, 4 | distance G’, B’ will be greater than G’: for this is what 38 VII, 4 | we may indeed speak of a "greater number" and a "lesser number" 39 VII, 4 | more", of a quantity by "greater."~ 40 VIII, 10| cannot be equal to G: for the greater the amount moved, the longer 41 VIII, 10| it for granted that the greater force is always that which 42 VIII, 10| anything else, in fact to a greater extent than by anything 43 VIII, 10| since the infinite force is greater than any other. But then 44 VIII, 10| magnitude. It is true that a greater force can reside in a lesser 45 VIII, 10| superiority of any such greater force can be still greater 46 VIII, 10| greater force can be still greater if the magnitude in which 47 VIII, 10| magnitude in which it resides is greater. Now let AB be an infinite 48 VIII, 10| by continually taking a greater magnitude in this way I 49 VIII, 10| something in a certain time, a greater force will do so in a lesser


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