# Category:Max and Min Operations

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This category contains results about the max operation (and the related min operation).

Definitions specific to this category can be found in Definitions/Max and Min Operations.

## Pages in category "Max and Min Operations"

The following 30 pages are in this category, out of 30 total.

### M

- Max and Min are Associative
- Max and Min are Commutative
- Max and Min are Idempotent
- Max and Min Operations are Distributive over Each Other
- Max Equals an Operand
- Max is Associative
- Max of Subfamily of Operands Less or Equal to Max
- Max Operation on Natural Numbers forms Monoid
- Max Operation on Toset is Semigroup
- Max Operation on Woset is Monoid
- Max Operation Representation on Real Numbers
- Max Rule for Continuous Functions
- Max Semigroup is Commutative
- Max Semigroup is Idempotent
- Max Semigroup on Toset is Semilattice
- Max yields Supremum of Operands
- Max yields Supremum of Parameters
- Max yields Supremum of Parameters/General Case
- Min is Associative
- Min Operation on Toset is Semigroup
- Min Rule for Continuous Functions
- Min Semigroup is Commutative
- Min Semigroup is Idempotent
- Min Semigroup on Toset is Semilattice
- Min yields Infimum of Parameters