Products of Infinite-Dimensional Spaces
Dale M. Rohm · Proceedings of the American Mathematical Society · 1990
Observations concerning the product of R. Pol’s weakly infinite-dimensional uncountable-dimensional compactum with various spaces are made. A proof showing that the product of a $C$-space and a compact $C$-space is again a $C$-space is given. Related questions, motivated by this result, are asked.