## EnglishEdit

### EtymologyEdit

Named after Rudolf Lipschitz.

### AdjectiveEdit

**Lipschitz** (*not comparable*)

- (mathematics) (Of a real-valued real function ) Such that there exists a constant such that whenever and are in the domain of , .

Last modified on 16 September 2014, at 20:57
## EnglishEdit

### EtymologyEdit

### AdjectiveEdit

#### Derived termsEdit

Named after Rudolf Lipschitz.

**Lipschitz** (*not comparable*)

- (mathematics) (Of a real-valued real function ) Such that there exists a constant such that whenever and are in the domain of , .