A collection of separate components according to the curriculum of Discrete structures that define particular operations and are used in computer programming Discrete is distinguished from continuous by its lack of continuity; hence discrete sets contain countable and finite sets but exclude uncountable groups like real numbers
Examples of buildings following the curriculum of Combinations graphs and logical assertions are examples of structures that have the property of being discrete In addition it may either be finite or infinite It is concerned with systems with values that range over the real numbers or some quality that cannot be separated out
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