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- Retkes_convergence_criterion abstract "In mathematics, the Retkes convergence criterion, named after Zoltán Retkes, gives necessary and sufficient conditions for convergence of numerical series. Numerous criteria are known for testing convergence. The most famous of them is the so-called Cauchy criterion, the only one that gives necessary and sufficient conditions.[citation needed] Under weak restrictions the Retkes criterion gave a new necessary and sufficient condition for the convergence. The criterion will be formulated in the complex settings:Assume that and if . ThenIn the above formula The equivalence can be proved by using the Hermite–Hadamard inequality.".
- Retkes_convergence_criterion wikiPageID "28112305".
- Retkes_convergence_criterion wikiPageRevisionID "588098492".
- Retkes_convergence_criterion hasPhotoCollection Retkes_convergence_criterion.
- Retkes_convergence_criterion subject Category:Convergence_tests.
- Retkes_convergence_criterion type Abstraction100002137.
- Retkes_convergence_criterion type Cognition100023271.
- Retkes_convergence_criterion type ConvergenceTests.
- Retkes_convergence_criterion type Experiment105798043.
- Retkes_convergence_criterion type HigherCognitiveProcess105770664.
- Retkes_convergence_criterion type Inquiry105797597.
- Retkes_convergence_criterion type ProblemSolving105796750.
- Retkes_convergence_criterion type Process105701363.
- Retkes_convergence_criterion type PsychologicalFeature100023100.
- Retkes_convergence_criterion type Thinking105770926.
- Retkes_convergence_criterion type Trial105799212.
- Retkes_convergence_criterion comment "In mathematics, the Retkes convergence criterion, named after Zoltán Retkes, gives necessary and sufficient conditions for convergence of numerical series. Numerous criteria are known for testing convergence. The most famous of them is the so-called Cauchy criterion, the only one that gives necessary and sufficient conditions.[citation needed] Under weak restrictions the Retkes criterion gave a new necessary and sufficient condition for the convergence.".
- Retkes_convergence_criterion label "Retkes convergence criterion".
- Retkes_convergence_criterion sameAs m.0cmd4mw.
- Retkes_convergence_criterion sameAs Q1248575.
- Retkes_convergence_criterion sameAs Q1248575.
- Retkes_convergence_criterion sameAs Retkes_convergence_criterion.
- Retkes_convergence_criterion wasDerivedFrom Retkes_convergence_criterion?oldid=588098492.
- Retkes_convergence_criterion isPrimaryTopicOf Retkes_convergence_criterion.