The box product of countably many metrizable spaces need not be normal
Special bases for compact metrizable spaces
Cardinal functions on compact F-spaces and on weakly countably complete Boolean algebras
Small subsets of first countable spaces
Separable extensions of first countable spaces
First countable and countable spaces all compactifications of which contain βN
Remote points
CONTENTS0. Conventions................................................................................................................................... 51. Introduction............................................................................................................................................. 5CHAPTER I. TOOLS AND THE CONSTRUCTION OF SPECIAL POINTS............................... 102. Tools...........................................................................................................................................................
Prime mappings, number of factors and binary operations
CONTENTS1. Interesting mappings on finite powers..................................................... 52. Results.................................................................................................................... 63. Conventions and notation.................................................................................... 84. βω-spaces.............................................................................................................. 85. Canonical partition relations...
Homogeneity of βG if G is a topological group
Why certain Čech-Stone remainders are not homogeneous
Retracts of the Sorgenfrey line
A technique for constructing examples
Page 1