We give new sufficient conditions for a continuum to be a remainder of $H$. We also show that any non-degenerate subcontinuum of $H^*$ maps onto any continuum of weight $\leq\omega_1$, thus generalizing a result of D.~P.~Bellamy.
Continuous images of H* and its subcontinua.
OBERSNEL, Franco
2000-01-01
Abstract
We give new sufficient conditions for a continuum to be a remainder of $H$. We also show that any non-degenerate subcontinuum of $H^*$ maps onto any continuum of weight $\leq\omega_1$, thus generalizing a result of D.~P.~Bellamy.File in questo prodotto:
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