Pages that link to "Item:Q584665"

The following pages link to The derivatives and integrals of fractional order in Walsh-Fourier analysis, with applications to approximation theory (Q584665):

Displaying 16 items.

• Sidon-type inequalities and strong approximation by Fourier sums in multiplicative systems (Q311249) (← links)
• On the order of approximation by Riesz means in multiplicative systems in the classes \(E_{X}[\varepsilon ]\) (Q650452) (← links)
• The optimal dyadic derivative (Q901311) (← links)
• General linear summation of the Vilenkin-Fourier series (Q1076926) (← links)
• The \(p\)-adic differential-integral type operator (Q1313675) (← links)
• A derivative on the field of \(p\)-adic numbers (Q1760240) (← links)
• Approximation of functions of bounded \(p\)-fluctuation by polynomials with respect to multiplicative systems (Q1842731) (← links)
• Lipschitz classes on local fields (Q2461498) (← links)
• Modified dyadic integral and fractional derivative on \(\mathbb R_{+}\) (Q2473656) (← links)
• On the order of approximation by Fejér means of Hermite-Fourier and Laguerre-Fourier series (Q2639287) (← links)
• (Q3806133) (← links)
• Gibbs derivatives (Q4291893) (← links)
• Gibbs–butzer derivatives and their applications¹ (Q4845191) (← links)
• Two-dimensional wave equations with fractal boundaries (Q5891325) (← links)
• Two-dimensional wave equations with fractal boundaries (Q5892469) (← links)
• 2023 -- a twofold commemoration: the 100th birthday of Walsh functions and the 50th anniversary of Professor Joseph Leonard Walsh's death (Q6551210) (← links)