PART Q (Questions)

• H.R. Bennett and D.J. Lutzer, Metrization, quasi-developments and σ-minimal bases,
  pp. 73-76
• F.D. Tall, Are locally compact normal spaces collectionwise normal?, pp. 77-82
• T. Hoshina, Shrinking and normal products, pp. 83-91
• S. Nakanishi, Methods of ranked spaces and applications, (Ranked union spaces),
  pp. 92-105
• Y. Hattori, On characterizations of metrizable spaces that have transfinite dimension,
  pp. 106-114

PART A (Answers)

• S. Anderson, Relating two classes of generalized ANR’s, pp. 115-123
• Y. Yasui, A question of G. Gruenhage and E. Michael concerning the shrinkable open covers, pp. 124-126
• C.M. Pareek, Lindelof spaces-A question of P.S. Alexandroff, pp. 127-130
• C.M. Pareek, Some generalizations of Lindelof spaces and hereditarily Lindelof spaces,
  pp. 131-141
• Y. Yasui, A note on shrinkable open covers, pp. 142-146
• Y. Inui and Y. Kotake, Metrization theorems for some generalized metric spaces,
  pp. 147-155