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*In discrete mathematics, without notion of continuity, a discrete is a countable set;
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*In [[perception]], a ''discrete entity'' is something that can be perceived individually and not as connected to, or part of something else.
*In [[perception]], a ''discrete entity'' is something that can be perceived individually and not as connected to, or part of something else.
*In [[topology]], a branch of mathematics, a ''[[discrete space]]'' is a [[topological space]] in which all sets are [[open set|open]], and a ''discrete set'' is a set of [[isolated point]]s. The mathematical study of discrete sets is the area of inquiry for [[discrete mathematics]], but is also important for [[combinatorics]], [[probability theory]], and [[statistical theory]].
*In [[topology]], a branch of mathematics, a ''[[discrete space]]'' is a [[topological space]] in which all sets are [[open set|open]], and a ''discrete set'' is a set of [[isolated point]]s.
*In [[discrete mathematics]], without notion of [[continuity]], a discrete is a [[countable]] set; this concept is also important for [[combinatorics]], [[probability theory]], and [[statistical theory]].
*In [[discrete mathematics]] and in [[theoretical computer science]], the abstract world is usually modeled as a ''[[discrete space]]'' with ''[[discrete time]]''.
*In [[discrete mathematics]] and in [[theoretical computer science]], the abstract world is usually modeled as a ''[[discrete space]]'' with ''[[discrete time]]''.
*In [[electrical engineering]], ''discrete'' means having separate [[electronics|electronic]] components, such as individual [[resistor]]s and [[inductor]]s. This is the opposite of [[integrated circuit]]ry.
*In [[electrical engineering]], ''discrete'' means having separate [[electronics|electronic]] components, such as individual [[resistor]]s and [[inductor]]s. This is the opposite of [[integrated circuit]]ry.

Revision as of 10:25, 8 October 2005

The word discrete comes from the Latin word discretus which means separate. It is used with different meanings in different contexts:

Discrete is not the same thing as discreet.