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Классификация m-спин клейновых поверхностей

Russian Mathematical Surveys. 2016. Vol. 71. No. 2. P. 382-384.
Natanzon S. M., Pratoussevitch A.

In this paper, we present all higher spinor structures on Klein surfaces. We present also topological invariants that describe the connected components of moduli of Klein surfaces with higher spinor structure. Each connected component is represented as a cell factorable by a discrete group .