Discretion
Hegel (Logic of Being, moment of pure quantity)
Discretion is pure quantity as a multiplicity of separate units. The discrete is countable, divisible, composed of atoms/ones. Example: the natural numbers (1, 2, 3...) as a discrete set. Discretion presupposes continuity: the units are distinguishable only within a continuous medium. Conversely: continuity becomes graspable only through discretion (division). The two turn into one another.
Origin
Latin *discretus* (separated). Atomism: everything composed of discrete, indivisible units. Leibniz: monadology - discrete substances. Hegel: discretion is not ontologically fundamental, but a moment of quantity.
In Hegel
Enz. §100; SL vol. 1, Quantity
Cross-references
Continuity · Quantity · Quantum · Being-for-Self · Seinslogik
Im buch
Ch. 2.3