![]() Electronic Version 19 (1994), 215-225 | ![]() |
Helena Pawlak and Ryszard Jerzy Pawlak
In the paper we study the problem: under what conditions imposed upon sets A and B in \Bbb R2 does each homeomorphic embedding h:A --> Y (Y is some metric space) possess a Darboux extension uniformly discontinuous on B.
volume 19: table of contents
topology proceedings
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