A factorization of the Pumplün-Röhrl connection (Q1203820)
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scientific article; zbMATH DE number 123562
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A factorization of the Pumplün-Röhrl connection |
scientific article; zbMATH DE number 123562 |
Statements
A factorization of the Pumplün-Röhrl connection (English)
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18 February 1993
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The authors consider Galois connections among objects, morphisms and idempotent closure operators on a category. As an application, the weakly hereditary core of an idempotent closure operator is obtained.
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separated object
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dense morphism
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Galois connections
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idempotent closure operators
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weakly hereditary core
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0.8352299
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0.82904583
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0.82837206
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0.82818884
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0.82754177
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0.8270956
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