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Real toric surfaces. (English)
Normat. 57, No. 3, 107-115 (2009).
Summary: The authors prove that every real toric smooth orientable surface is topologically a torus. The presentation is self-contained and uses no prior knowledge of toric varieties. The paper is organized into four sections as follows: construction of toric variety, the fan of the orientable toric surface, constructing a variety from the fan.
Classification: H75
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