Continua Determined by Mappings

J. J. Charatonik; W. J. Charatonik

Continua Determined by Mappings

J. J. Charatonik
, W. J. Charatonik

Missouri University of Science and Technology

Research output: Contribution to journal › Article › peer-review

Abstract

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.

Original language	American English
Journal	Publications de l'institut Mathématique
State	Published - Jan 1 2000

Disciplines

Mathematics
Statistics and Probability

Cite this

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title = "Continua Determined by Mappings",

abstract = " A family \$\textbackslash{}Cal C\$ of continua is said to be determined by a class \$\textbackslash{}frak M\$ of mappings if a continuum \$Y\$ is in \$\textbackslash{}Cal C\$ if and only if each mapping from a continuum onto \$Y\$ is in \$\textbackslash{}frak M\$. The paper contains a study of this notion for various families \$\textbackslash{}Cal C\$ of continua and various classes \$\textbackslash{}frak M\$ of mappings between them.",

author = "Charatonik, \{J. J.\} and Charatonik, \{W. J.\}",

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AU - Charatonik, W. J.

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AB - 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.

UR - https://scholarsmine.mst.edu/math_stat_facwork/463

M3 - Article

JO - Publications de l'institut Mathématique

JF - Publications de l'institut Mathématique

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Continua Determined by Mappings

Abstract

Disciplines

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