Here, we propose a method of estimation of the derivatives
of probability density based wavelets methods for a sequence
of m−dependent random variables with a common one-dimensional
probability density function and obtain an upper bound on Lp-losses
for the such estimators.
Chaubey, Y. P. & Doosti, H. (2022). Wavelet Based Estimation of the Derivatives of a Density for m-Dependent Random Variables. Journal of the Iranian Statistical Society, 4(2), 97–105.
MLA
Chaubey, Y. P., & Doosti, H. "Wavelet Based Estimation of the Derivatives of a Density for m-Dependent Random Variables", Journal of the Iranian Statistical Society, 4, 2, 2022, 97–105.
HARVARD
Chaubey, Y. P., & Doosti, H. (2022). 'Wavelet Based Estimation of the Derivatives of a Density for m-Dependent Random Variables', Journal of the Iranian Statistical Society, 4(2), pp. 97–105.
CHICAGO
Chaubey, Y. P. & Doosti, H., "Wavelet Based Estimation of the Derivatives of a Density for m-Dependent Random Variables." Journal of the Iranian Statistical Society, 4 2 (2022): 97–105,
VANCOUVER
Chaubey Y. P., Doosti H. Wavelet Based Estimation of the Derivatives of a Density for m-Dependent Random Variables. JIRSS. 2022;4(2):97–105.
