Regular maps on non-orientable surfaces |
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Authors: | Marston Conder Brent Everitt |
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Institution: | (1) Department of Mathematics, University of Auckland, Private Bag 92019, Auckland, New Zealand |
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Abstract: | It is well known that regular maps exist on the projective plane but not on the Klein bottle, nor the non-orientable surface of genus 3. In this paper several infinite families of regular maps are constructed to show that such maps exist on non-orientable surfaces of over 77 per cent of all possible genera. |
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Keywords: | 05C25 |
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