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- Exponentially_closed_field abstract "In mathematics, an exponentially closed field is an ordered field which has an order preserving isomorphism of the additive group of onto the multiplicative group of positive elements of such that for some natural number .Isomorphism is called an exponential function in .".
- Exponentially_closed_field wikiPageExternalLink 2034159.
- Exponentially_closed_field wikiPageID "32755464".
- Exponentially_closed_field wikiPageRevisionID "504958509".
- Exponentially_closed_field hasPhotoCollection Exponentially_closed_field.
- Exponentially_closed_field subject Category:Algebraic_structures.
- Exponentially_closed_field subject Category:Field_theory.
- Exponentially_closed_field subject Category:Model_theory.
- Exponentially_closed_field type AlgebraicStructures.
- Exponentially_closed_field type Artifact100021939.
- Exponentially_closed_field type Object100002684.
- Exponentially_closed_field type PhysicalEntity100001930.
- Exponentially_closed_field type Structure104341686.
- Exponentially_closed_field type Whole100003553.
- Exponentially_closed_field type YagoGeoEntity.
- Exponentially_closed_field type YagoPermanentlyLocatedEntity.
- Exponentially_closed_field comment "In mathematics, an exponentially closed field is an ordered field which has an order preserving isomorphism of the additive group of onto the multiplicative group of positive elements of such that for some natural number .Isomorphism is called an exponential function in .".
- Exponentially_closed_field label "Exponentially closed field".
- Exponentially_closed_field sameAs m.0h3mcqy.
- Exponentially_closed_field sameAs Q5421534.
- Exponentially_closed_field sameAs Q5421534.
- Exponentially_closed_field sameAs Exponentially_closed_field.
- Exponentially_closed_field wasDerivedFrom Exponentially_closed_field?oldid=504958509.
- Exponentially_closed_field isPrimaryTopicOf Exponentially_closed_field.