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algebra > elementary algebra > inequality > Kato's inequality
mathematical physics > differential operator > Laplacian > Kato's inequality
... > mathematical analysis > functional analysis > operator > differential operator > Laplacian > Kato's inequality
mathematical physics > vector calculus > vector calculus identities > Laplacian > Kato's inequality
... > mathematical analysis > calculus > vector calculus > vector calculus identities > Laplacian > Kato's inequality
... > geometry > differential geometry > vector calculus > vector calculus identities > Laplacian > Kato's inequality
mathematical physics > differential operator > elliptic operator > Kato's inequality
... > mathematical analysis > functional analysis > operator > differential operator > elliptic operator > Kato's inequality
... > mathematical analysis > equation > functional equation > differential equation > partial differential equation > elliptic partial differential equation > elliptic operator > Kato's inequality
... > mathematical analysis > calculus > differential calculus > differential equation > partial differential equation > elliptic partial differential equation > elliptic operator > Kato's inequality

Preferred term

Kato's inequality  

Definition

  • In functional analysis, a subfield of mathematics, Kato's inequality is a distributional inequality for the Laplace operator or certain elliptic operators. It was proven in 1972 by the Japanese mathematician Tosio Kato.
    (Wikipedia, The Free Encyclopedia, https://en.wikipedia.org/wiki/Kato%27s_inequality)

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URI

http://data.loterre.fr/ark:/67375/PSR-JQG60V6B-G

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RDF/XML TURTLE JSON-LD Created 8/11/23, last modified 8/11/23