Badreddine Boumaraf,Fatma Zohra Bousseba. (2025), Fractional Weighted Maximum–Hilbert–Type Integral Inequalities: Detailed Proofs And Extensions With Entropic Kernels. Panamerican Mathematical Journalhttps://internationalpubls.com/index.php/pmj/article/view/6291

Bousseba fatma zohra , Sakri amine . (2025), Square Transformed Half Normal Distribution with Its Properties and Application . Journal of Contemporary Applied Mathematicshttps://journalcam.com/volume/vol-15-issue-2-july-december-2025

Résumé: Abstract. This paper introduces the Square Transformed Half-Normal Distribution (STHND), a new continuous distribution from the half-normal distribution through a square-root transforma- tion. Key statistical properties—such as the PDF, CDF, quantile function, moments, and hazard rate are calculated in closed form. Compared to earlier half-normal extensions, the STHND has a poorer compromise of flexibility and simplicity. Monte Carlo simulations and applications to real and simulated datasets demonstrate its superior fit over five alternative distributions, based on AIC, BIC, CAIC, and HQIC.

Fatma Zohra Bousseba, Halim Zeghdoudi, Laxmi Prasad Sapkota, Yusra A Tashkandy, ME Bakr, Anoop Kumar, Ahmed M Gemeay. (2024), Noval Two-parameter quadratic exponebtial distribution: Properties, Simulation and applications https://www.sciencedirect.com/science/article/pii/S2405844024142326

Fatima Zohra Bousseba, Halim Zeghdoudi, Guerouah Amine. (2016), On Variance and Volatility Swaps in Oil Markets. Journal of Computer Science & Computational Mathematicshttps://www.jcscm.net/fp/104.pdf

Amine Guerouah, Halim Zeghdoudi, Fatima Zohra Bousseba. (2016), On univariate and multivariate GARCH models: Oil price and stock market returns volatilities. International Journal of Applied Mathematics and Statisticshttp://www.ceser.in/ceserp/index.php/ijamas/article/view/5249

Bousseba fatma zohra, Zeghdoudi halim . (2015), Use of the garch models to energy markets: Oil price volatility . Global Journal of Pure and Applied Mathematics https://www.ripublication.com/gjpam%202015/gjpamv11n6_32.pdf