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在这篇文章里,我们给出了一个具有性质(a)Hausdorff star-Lindel?f空间X使得e(X)=2c,这个例子部分地回答了Matveev的一个问题。 相似文献
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Noble proved the following Theorem: If A (?) X with a nonisolated point and B (?) Y, then A × B is bounded in X×Y if and only if the projection map π : X × Y → X is a z-map with respect to A × B and A, A is bounded in X and B is bounded in Y. In this note, we give two examples showing the necessary and sufficient conditions of Noble's theorem are not right. 相似文献
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