Supriya Ghosh (Editor)

Peetre's inequality

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In mathematics, Peetre's inequality, named after Jaak Peetre, says that for any real number t and any vectors x and y in Rn, the following inequality holds:

( 1 + | x | 2 1 + | y | 2 ) t ≤ 2 | t | ( 1 + | x − y | 2 ) | t | .

References

Peetre's inequality Wikipedia
(Text) CC BY-SA


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