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On cluster algebras from unpunctured surfaces with one marked point, preprint
, 2014
"... Abstract. We extend the construction of canonical bases for cluster algebras from unpunctured surfaces to the case where the number of marked points on the boundary is one, and we show that the cluster algebra is equal to the upper cluster algebra in this case. 1. ..."
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Abstract. We extend the construction of canonical bases for cluster algebras from unpunctured surfaces to the case where the number of marked points on the boundary is one, and we show that the cluster algebra is equal to the upper cluster algebra in this case. 1.