Mathematics/Discrete Math: Difference between revisions
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Discrete Mathematics deals with structures that are, essentially, non-continuous. To put it another way, elements of discrete math always have distinct, separated values or levels.<br> | Discrete Mathematics deals with structures that are, essentially, non-continuous. To put it another way, elements of discrete math always have distinct, separated values or levels. | ||
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Often times, discrete mathematics deal with countable sets. | Often times, discrete mathematics deal with countable sets. | ||
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* [[Discrete Math - Propositional Logic |Propositional Logic]] | * [[Discrete Math - Propositional Logic |Propositional Logic]] | ||
* [[Discrete Math - Sets|Sets]] | * [[Discrete Math - Sets|Sets]] | ||
* [[Discrete Math - Proofs|Proofs]] | |||
* [[Discrete Math - Graphs|Graphs]] | |||
Revision as of 14:33, 8 September 2019
Discrete Mathematics deals with structures that are, essentially, non-continuous. To put it another way, elements of discrete math always have distinct, separated values or levels.
Often times, discrete mathematics deal with countable sets.