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Abstract: We define holomorphic structures on canonical line bundles on the quantumprojective plane. The space of holomorphic sections of these line bundles willdetermine the quantum homogeneous coordinate ring of $\qp^2 q$. We also showthat the holomorphic structure of $\qp^2 q$ is naturally represented by atwisted positive Hochschild 4-cocycle.



Author: Masoud Khalkhali, Ali Moatadelro

Source: https://arxiv.org/







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