Matches in DBpedia 2016-04 for { ?s ?p "In algebraic geometry, Zariski's main theorem, proved by Oscar Zariski (1943), is a statement about the structure of birational morphisms stating roughly that there is only one branch at any normal point of a variety. It is the special case of Zariski's connectedness theorem when the two varieties are birational.Zariski's main theorem can be stated in several ways which at first sight seem to be quite different, but are in fact deeply related."@en }
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- Zariskis_main_theorem comment "In algebraic geometry, Zariski's main theorem, proved by Oscar Zariski (1943), is a statement about the structure of birational morphisms stating roughly that there is only one branch at any normal point of a variety. It is the special case of Zariski's connectedness theorem when the two varieties are birational.Zariski's main theorem can be stated in several ways which at first sight seem to be quite different, but are in fact deeply related.".
- Q8066795 comment "In algebraic geometry, Zariski's main theorem, proved by Oscar Zariski (1943), is a statement about the structure of birational morphisms stating roughly that there is only one branch at any normal point of a variety. It is the special case of Zariski's connectedness theorem when the two varieties are birational.Zariski's main theorem can be stated in several ways which at first sight seem to be quite different, but are in fact deeply related.".