A surjective mapping between compact spaces is
said to be (see [59, Chapter 3 and 4, p. 12-28])
weakly monotone provided that for each subcontinuum Q of Y
with the nonempty interior each component the set f-1(Q) is mapped
under f onto Q.
Janusz J. Charatonik and Pavel Pyrih 2000-09-21
between compact spaces is
said to be (see [59, Chapter 3 and 4, p. 12-28])
weakly monotone provided that for each subcontinuum Q of Y
with the nonempty interior each component the set f-1(Q) is mapped
under f onto Q.