Abstract
Upper and lower limits for the length of the graph of one to one, onto, Baire one functions from the unit interval to itself are shown to be infinity and one, respectively. Such functions having graphs of large dimension and non-measurable functions are also considered.
Citation
James Foran. "The Length of the Graph of a One to One Function from [0,1] to [0,1]." Real Anal. Exchange 25 (2) 809 - 816, 1999/2000.
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