cognition is realized only through intuition, that is, by special act of pure and carefully perceiving intelligence, and by deduction, the evidence linking between them. As a comparison, the required for almost any type knowledge and by definition is not isolated evidence, or deduction, can guarantee the truth thoughts? "Of course, almost all of the activities of the human mind is the ability to preparing this action"<$F Descartes. Regulae, XIV, p.109.>. There are two, and only two forms of comparison: comparison measurement and comparison order. You can measure dimensions or set, that is, continuous and discontinuous quantities; but as in the one and in another case, the operation of measurement suggests that in contrast to the countdown, going from item to whole, you first need to consider the whole, and then split him to pieces. This separation leads to units that some units are under agreement or "borrowed" (this applies to continuous variables), and other (this applies to many or discontinuous variables) are the unit arithmetic. A comparison of two quantities or two sets in any the case requires that the analysis used the total unit. Thus, the comparison carried out by measurement, in all cases, reduced to arithmetic relations of equality and inequality. The dimension allows analyze those according to the calculable form of identity and differences
cognition is realized only through intuition, that is,
ReplyDeleteby special act of pure and carefully perceiving
intelligence, and by deduction, the evidence linking
between them. As a comparison, the required for almost any type
knowledge and by definition is not isolated
evidence, or deduction, can guarantee the truth
thoughts? "Of course, almost all of the activities of the human mind
is the ability to preparing this action"<$F Descartes.
Regulae, XIV, p.109.>.
There are two, and only two forms of comparison: comparison
measurement and comparison order. You can measure dimensions or
set, that is, continuous and discontinuous quantities; but
as in the one and in another case, the operation of measurement
suggests that in contrast to the countdown, going from item to
whole, you first need to consider the whole, and then split
him to pieces. This separation leads to units that
some units are under agreement or "borrowed"
(this applies to continuous variables), and other (this applies to
many or discontinuous variables) are the unit
arithmetic. A comparison of two quantities or two sets in any
the case requires that the analysis used the total unit.
Thus, the comparison carried out by
measurement, in all cases, reduced to arithmetic
relations of equality and inequality. The dimension allows
analyze those according to the calculable form of identity and
differences