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20192023
most citedOn the Convergence of Random Fourier-Jacobi Series of Continuous functions

1 citations · 1 across the 6 of their papers we have counts for

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6 papers

math.FA2023

On the summability of Random Fourier--Jacobi Series

Partiswari Maharana Sabita Sahoo

This article is a study on the summability of random Fourier--Jacobi series of some functions in different spaces. We consider the random series $ \sum_{n=0}^\infty a_nA_n(ω)p_n^{(…

math.FA2022

On the Convergence of Random Fourier--Jacobi Series in space

Partiswari Maharana, Sabita Sahoo

Liu and Liu introduced the random Fourier transform, which is a random Fourier series in Hermite functions, and applied it to image encryption and decryption. They expected its app…

math.FA2022★ 1 cited

On the Convergence of Random Fourier-Jacobi Series of Continuous functions

Partiswari Maharana, Sabita Sahoo

The interest in orthogonal polynomials and random Fourier series in numerous branches of science and a few studies on random Fourier series in orthogonal polynomials inspired us to…

math.FA2019

Real zeros of algebraic polynomials with nonidentical dependent random coefficients

Sabita Sahoo, Partiswari Maharana

The expected number of real zeros of an algebraic polynomial depends on the types of random coefficients, with large In this artic…

math.PR2019

On Summability of Random Fourier-Jacobi Series associated with Stable Process

Sabita Sahoo, Partiswari Maharana

Let be a symmetric stable process with index and be the Fourier-Jacobi coefficients of where For …

math.PR2019

On random Fourier-Hermite transform associated with stochastic process

Bharatee Mangaraj, Sabita Sahoo

Liu and Liu in 2007 introduced the Fourier - Hermite transform which is a random Fourier - Hermite series with random variables choosen ra…