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- Schur_test abstract "In mathematical analysis, the Schur test, named after German mathematician Issai Schur, is a bound on the operator norm of an integral operator in terms of its Schwartz kernel (see Schwartz kernel theorem).Here is one version. Let be two measurable spaces (such as ). Let be an integral operator with the non-negative Schwartz kernel , , If there exist functions and and numbers such thatfor almost all andfor almost all , then extends to a continuous operator with the operator normSuch functions , are called the Schur test functions.In the original version, is a matrix and .".
- Schur_test wikiPageID "8187273".
- Schur_test wikiPageRevisionID "560816648".
- Schur_test hasPhotoCollection Schur_test.
- Schur_test subject Category:Inequalities.
- Schur_test type Abstraction100002137.
- Schur_test type Attribute100024264.
- Schur_test type Difference104748836.
- Schur_test type Inequalities.
- Schur_test type Inequality104752221.
- Schur_test type Quality104723816.
- Schur_test comment "In mathematical analysis, the Schur test, named after German mathematician Issai Schur, is a bound on the operator norm of an integral operator in terms of its Schwartz kernel (see Schwartz kernel theorem).Here is one version. Let be two measurable spaces (such as ).".
- Schur_test label "Schur test".
- Schur_test label "Тест Шура".
- Schur_test sameAs m.026vldm.
- Schur_test sameAs Q4456448.
- Schur_test sameAs Q4456448.
- Schur_test sameAs Schur_test.
- Schur_test wasDerivedFrom Schur_test?oldid=560816648.
- Schur_test isPrimaryTopicOf Schur_test.