1. B. A. Derzhavets, “Spaces of functions, analytic in some linearly convex domains of Cn, having prescribed behavior near the boundary,” Izv. Vyssh.Uchebn. Zaved.Mat., No. 6, 10–13 (1985) [Soviet Math. (Iz. VUZ)29(6),11–14(1985)].
2. O. V. Gorina, “Solvability of convolution equation in the Gevrey class of functions analytic in a nonconvex region,” Mat. Zametki 52 (3), 35–43 (1992) [Math. Notes 52 (3),895–902(1992)].
3. K. V. Trunov and R. S. Yulmukhametov, “Quasianalytic Carleman classes on bounded domains,” Algebra Anal. 20 (2), 178–217 (2008) [St. Petersbg.Math. J. 20 (2),289–317(2008)].
4. V. A. Varziev and S. N. Melikhov, “On the dual space of the space of analytic functions of polynomial growth near the boundary,” Vladikavkaz.Mat. Zh. 10 (4), 17–22 (2008).
5. A. V. Abanin and Le Hai Khoi, “Cauchy–Fantappiètransformation and mutual dualities between A−∞(Ω) and A∞(Ω) for lineally convex domains,” C. R. Math. Acad. Sci. Paris 349 (21–22), 1155–1158 (2011).