Difference between revisions of "Discrete mathematics"
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'''Discrete math''' is very broadly the area of mathematics that deals with [[discrete]] objects; that is, objects that be enumerated. Another very broad description is that branches of mathematics considered discrete math are primarily concerned with [[set|sets]], whereas branches of math known as [[analysis]] (such as [[calculus]]) are primarily concerned with [[function|functions]]. | '''Discrete math''' is very broadly the area of mathematics that deals with [[discrete]] objects; that is, objects that be enumerated. Another very broad description is that branches of mathematics considered discrete math are primarily concerned with [[set|sets]], whereas branches of math known as [[analysis]] (such as [[calculus]]) are primarily concerned with [[function|functions]]. | ||
| + | ==Discrete Math Fields== | ||
Some parts of mathematics that one would generally consider discrete math are: | Some parts of mathematics that one would generally consider discrete math are: | ||
* [[Combinatorics]] | * [[Combinatorics]] | ||
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* [[Computer science]] | * [[Computer science]] | ||
| − | == | + | ==See Also== |
| + | * [[Mathematics]] | ||
| + | * [[Abstract algebra]] | ||
| + | ==External links== | ||
* [http://www.artofproblemsolving.com/Resources/AoPS_R_A_DiscreteMath.php Why Discrete Math is Important] | * [http://www.artofproblemsolving.com/Resources/AoPS_R_A_DiscreteMath.php Why Discrete Math is Important] | ||
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| + | [[Category:Field]] | ||
Revision as of 18:43, 26 October 2007
| This is an AoPSWiki Word of the Week for Oct 25-31 |
Discrete math is very broadly the area of mathematics that deals with discrete objects; that is, objects that be enumerated. Another very broad description is that branches of mathematics considered discrete math are primarily concerned with sets, whereas branches of math known as analysis (such as calculus) are primarily concerned with functions.
Discrete Math Fields
Some parts of mathematics that one would generally consider discrete math are:
