Baykal, AbdullahAtalan, FeriheYurttaş, Saadet Öykü2025-03-082025-03-0820232618-6136https://doi.org/10.51477/mejs.1286503https://hdl.handle.net/11468/31770Let N1,n (n ? 1) be a non-orientable surface of genus 1 with n punctures and one boundary component. Generalized Dynnikov coordinates provide a bijection between the set of multicurves in N1,n and Z2n-1 \ {0}. In this paper we restrict to the case where n = 2 and describe an algorithm to relax a multicurve in N1,2 making use of its generalized Dynnikov coordinateseninfo:eu-repo/semantics/openAccessNon-orientable surfaceGeneneralized Dynnikov coordinatesMulticurvesArticle91162210.51477/mejs.1286503