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- Kallman–Rota_inequality abstract "In mathematics, the Kallman–Rota inequality, introduced by Kallman & Rota (1970), is a generalization of the Landau inequality to Banach spaces. It states that if A is the infinitesimal generator of a one-parameter contraction semigroup then".
- Kallman–Rota_inequality wikiPageID "29633061".
- Kallman–Rota_inequality wikiPageRevisionID "579643316".
- Kallman–Rota_inequality subject Category:Inequalities.
- Kallman–Rota_inequality comment "In mathematics, the Kallman–Rota inequality, introduced by Kallman & Rota (1970), is a generalization of the Landau inequality to Banach spaces. It states that if A is the infinitesimal generator of a one-parameter contraction semigroup then".
- Kallman–Rota_inequality label "Kallman–Rota inequality".
- Kallman–Rota_inequality sameAs Kallman%E2%80%93Rota_inequality.
- Kallman–Rota_inequality sameAs Q6353895.
- Kallman–Rota_inequality sameAs Q6353895.
- Kallman–Rota_inequality wasDerivedFrom Kallman–Rota_inequality?oldid=579643316.