A generalization of the Hahn-Mazurkiewicz theorem

L. E. Ward

Proceedings of the American Mathematical Society · 1976 · 15 citations · 16 references

Concepts

Abstract

It is proved that if a Hausdorff continuum $X$ can be approximated by finite trees (see the text for definition) then there exists a (generalized) arc $L$ and a continuous surjection $\varphi :L \to X$.

References

16