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  • Author or Editor: S.S. Dragomir x
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Abstract  

Some new sufficient conditions for the weighted Čebyšev's inequality for real numbers to hold are provided.

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Abstract  

The quasilinearity of certain composite functionals associated to Schwarz’s celebrated inequality for inner products is investigated. Applications for operators in Hilbert spaces are given as well.

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Some inequalities for Fourier coefficients in inner product spaces and related results are given. These inequalities complement, in a sense, some of the results in a recent book due to Mitrinovic, Pecaric and Fink.

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