CORRECTION

In my article (A. Kh. Gudiev, “Embedding Theorem for the Trace in Abstract Functions”), published in DAN, vol. 147, no. 4, 1962, in the definition of the spaces \(L_{(p_1,p_2)}(\Omega)\) the integral should be taken not over the set \(S_{n-s} \cap \Omega\), but over the projection of \(\Omega\) onto \(S_{n-s}\).

Similarly, in my article (A. Kh. Gudiev, “Classes \(L_{(p_1,p_2,\ldots,p_k)}(\Omega_m)\) and an Embedding Theorem for Abstract Functions of Sets”), published in DAN, vol. 149, no. 2, 1963, \(\Omega_{s_j}\) for \(j \geq 2\) is not \(R^{s_j} \cap \Omega_m\), but the projection of \(\Omega_m\) onto \(R^{s_j}\).

A. Kh. Gudiev