engleski

Inductive dimension of the inverse limit spaces

Charalambous constructed the inverse sequence of compact separable first-countable spaces X_a of the dimension Ind X_a = 1 whose inverse limit X has the dimension Ind X = 2. Among other thigs, we prove that it is impossible if the bonding mappings are dimension - raising mappings for Ind.

Inverse limit; dimension - raising mappings for Ind.

nije evidentirano