A continuum is said to be
uniformly continuum-chainable if for each
positive number
there is an integer
such that for each pair , of points
of , there are subcontinua
of each
of diameter less than
such that ,
and
whenewer
.
Next:uniquely arcwise connectedUp:Definitions Previous:unicoherentJanusz J. Charatonik, Pawel Krupski and Pavel Pyrih 2001-11-30
is said to be
uniformly continuum-chainable if for each
positive number
there is an integer
such that for each pair 
,
of points
of 
of 
,
and
whenewer
.