We characterize helix surfaces (constant angle surfaces) in the special linear group SL(2,R). In particular, we give an explicit local description of these surfaces by means of a suitable curve and a 1-parameter family of isometries of SL(2,R).
Helix surfaces in the special linear group
MONTALDO, STEFANO;ONNIS, IRENE IGNAZIA;
2016-01-01
Abstract
We characterize helix surfaces (constant angle surfaces) in the special linear group SL(2,R). In particular, we give an explicit local description of these surfaces by means of a suitable curve and a 1-parameter family of isometries of SL(2,R).
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