Polarized Complexity-1 T-Varieties
@article{Ilten2011PolarizedCT, title={Polarized Complexity-1 T-Varieties}, author={N. Ilten and Hendrik Suss}, journal={Michigan Mathematical Journal}, year={2011}, volume={60}, pages={561-578} }
We describe polarized complexity-one T-varieties combinatorially in terms of so-called divisorial polytopes, and show how geometric properties of such a variety can be read off the corresponding divisorial polytope. We compare our description with other possible descriptions of polarized complexity-one T-varieties. We also describe how to explicitly find generators of affine complexity-one T-varieties.
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Chow groups and pseudoeffective cones of complexity one $T$-varieties
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