## Continuity and number |

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absolute magnitude absolutely continuous ancient Greeks angle approximation arithmetical arrive arrow atomistic theory base bers categories of irrational categories of numbers centimetres circular functions common origin conglomeration considered as cuts considered continuous continuity and discontinuity continuous or discontinuous continuum cussions definite numbers domain of numbers domain of rational domain of real duodecimal empty intervals enumeration equal evaluation is extrinsic Evaluation of magnitudes expressed in terms expresses a magnitude foundations of mathematics geometrical figure geometry graduation i.e. independent infinite decimal fractions instance integers interconvertible intrinsic evaluation intrinsic unit irrational numbers irrationality kind of numbers logic magnitudes of things masses and sets matter monistic natural numbers non-determinating numbers belonging oranges periodical infinite fraction points principle priori prototype of continuity pythagorean numbers qualitative quantitative evaluation quantitative relationship rational numbers real numbers relation relative result right-angled triangle sequence space special incommensurability square subdivision superimposed system of numeration tinuous tion trigonometry whereas whole