[home] [lexicon] [problems] [tests] [courses] [auxiliaries] [notes] [staff] | ||

Mathematics-Online lexicon: | ||

## Norm |

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z | overview |

A norm on a real or complex vector space is a mapping

N1 | for | (Positivity) |

N2 | (Homogeneity) | |

N3 | (Triangle inequality or subadditivity) |

for all and scalars .

(Authors: Burkhardt/Höllig/Hörner)

**see also:**

- Keyword: Maximum norm

automatically generated 2/10/2005 |