PART Q (Questions)

• K. Dlaska and M. Ganster, On the maximality of spaces defined by certain semi-open covers, pp. 1-7
• M. Timm, Strongly H-connected spaces, pp. 9-13
• A.V. Arhangel’skii and I.Yu. Gordienko, Relatively locally finite Hausdorff spaces, pp. 15-25
• B.A. Pasynkov, On a theorem of Nagata, pp. 27-37

PART A (Answers)

• F.G. Arenas, Transfinite dimension and F-spaces, pp. 39-51
• E.V. Moiseyev, A selection theorem for spaces with M-structure, pp. 53-69
• N.R. Howes, Relatively fine spaces, pp. 71-83
• Li Zhaowen, On Michael-Nagami’s problem, pp. 85-91
• H.H. Hung, Metrization of GO-spaces, pp. 93-100
• Xie Lin and Shao Minghu, On coincedence point and homotopy mappings, pp. 101-105
• W. Olszewski, Function spaces and the Lindelof property, pp. 107-112
• N. Zhong, Small M₃-space is M₁, pp. 113-115
• M.I. Garrido and J.A. Jaramillo, Subspaces of A-realcompact spaces, pp. 117-119