Continua Determined by Mappings
A family $\Cal C$ of continua is said to be determined by a class $\frak M$ of mappings if a continuum $Y$ is in $\Cal C$ if and only if each mapping from a continuum onto $Y$ is in $\frak M$. The paper contains a study of this notion for various families $\Cal C$ of continua and various classes $\frak M$ of mappings between them.
J. J. Charatonik and W. J. Charatonik, "Continua Determined by Mappings," Publications de l'institut Mathématique, Serbian Academy of Sciences and Arts, Jan 2000.
Mathematics and Statistics
Article - Journal
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