Wiggles and Finitely Discontinuousk-to-1 Functions Between Graphs

Author:

Gauci John Baptist,Hilton Anthony J. W.,Stark Dudley1

Affiliation:

1. SCHOOL OF MATHEMATICAL SCIENCES; QUEEN MARY UNIVERSITY OF LONDON; MILE END ROAD, LONDON E1 4NS; ENGLAND; UNITED KINGDOM

Publisher

Wiley

Subject

Geometry and Topology,Discrete Mathematics and Combinatorics

Reference13 articles.

1. κ-to-1 Darboux-like functions;Ciesielski;Real Anal Exchange,1997/98

2. Continuous k-to-1 functions between complete graphs of even order;Dugdale;Discrete Math,2010

3. k

4. On k-to-1 transformations;Gottschalk;Bull Amer Math Soc.,1947

5. The non-existence of a certain type of continuous transformations;Harrold;Duke Math,1939

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