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In O. Suzuki [3], the author proved that if M has a real analytic kahler metric with positive holomorphic bisectional curvature, then every relatively compact pseudoconvex domain in M is holomorphically convex. After the completion of O. Suzuki [3], the paper of G. Elencwajg [1] appeared. There he proved the same result as in O. Suzuki [3] in the case of kahler metrics of C°°-class. Therefore we see that both results

Supplement to: ``Pseudoconvex domains on a Kähler manifold with positive holomorphic bisectional curvature''