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Reference12 articles.
1. S. H. Altoum, A. Ettaieb, and H. Rguigui, “Generalized Bernoulli–Wick differential equation,” Infinite Dimens. Anal. Quantum Probab. Relat. Top., 24, Issue 01, Article 2150008 (2021).
2. M. Ben Chrouda, M. El Oued, and H. Ouerdiane, “Convolution calculus and application to stochastic differential equation,” Soochow J. Math., 28, 375–388 (2002).
3. F. Cipriano, H. Ouerdiane, J. L. Silva, and R. Vilela Mendes, “A nonlinear stochastic equation of convolution type: solution and stochastic representation,” Global J. Pure Appl. Math., 4, No. 1, 2008.
4. R. Gannoun, R. Hachaichi, P. Krée, and H. Ouerdiane, “Division de fonctions holomorphes a croissance θ-exponentielle,” Technical Report E 00-01-04, BiBoS Univ. Bielefeld (2000).
5. R. Gannoun, R. Hachaichi, H. Ouerdiane, and A. Rezgi, “Un théorème de dualité entre espace de fonction holomorphes à croissance exponentielle,” J. Funct. Anal., 171, 1–14 (2000).