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These are, therefore, two types of comparison: oneanalyzes units to establish relations of equality andinequality, the other sets the simplest elements andhas differences according to possible weaker changetheir degree. Still, measurement of quantities and sets, we canto reduce to order; arithmetical values alwaysarranged in series: a plurality of units can be "placeaccording to such an order that the difficulty that was inherent inthe knowledge measurement, in the end, became dependent only onconsiderations of order,"<$F Descartes. Regulae, XIV, p. 182.>.Method and its "progressiveness" are just the following:to reduce any dimension (any determination through equality andinequality) to a series of dimensions that, on the basis of simpleidentify the differences as degrees of complexity. Such beinganalyzed according to the unit and the relations of equality andinequality analyses then according to the obvious identityand differences -- differences which may be meaningful inorder opinions. Nevertheless, this order or generalizedthe comparison is established only in accordance with the grip in mind;the absolute nature that is attributed to the whole simpleit refers not to the existence of the things themselves, but to the way theycan know, so kakaka any thing can beabsolute in one respect and relative to other<$FIbid., VI, p. 103.>; the procedure can be bothnecessary and natural (in relation to thought) andarbitrary (in relation to things), as the samething in the way that its consideration may be placed inone or another point of order.
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