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Inequalities for Walsh polynomials with semi-monotone coefficients for higher order (CROSBI ID 34411)

Prilog u knjizi | izvorni znanstveni rad

Tomovski, Živorad Inequalities for Walsh polynomials with semi-monotone coefficients for higher order // Advances in Inequalities for Special Functions / Cerone, Pietro ; Dragimir, Sever Silvestru (ur.). New York (NY): Nova Science Publishers, 2007. str. 193-200-x

Podaci o odgovornosti

Tomovski, Živorad

engleski

Inequalities for Walsh polynomials with semi-monotone coefficients for higher order

Using the concept of majorant sequence (see [5, ch. XXII], [6], [8], [9], [10]), some new inequalities for Walsh polynomials with $p$-times semi-monotone sequence are given. Inequalities for $p$-times monotone sequences for nenegqtive real numbers are also obtained. These results generalize some inequalities for Walsh polznomials with semi-monotone and semi-convex coefficients, given by the author of the presnt paper in [10].

Walsh polynomials, Petrović inequality, $m$-times complex semi-monotne sequence, Cesaro sums, majorant sequence

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Podaci o prilogu

193-200-x.

objavljeno

Podaci o knjizi

Advances in Inequalities for Special Functions

Cerone, Pietro ; Dragimir, Sever Silvestru

New York (NY): Nova Science Publishers

2007.

1-60021-919-5

Povezanost rada

Matematika