论文标题
投射方案和差异操作员的变形量化
Deformation quantization of projective schemes and differential operators
论文作者
论文摘要
该论文专门用于Kapranov非共同代数几何形状框架内的非交通性投影方案。我们对从X_ {0}，...，x_ {n}生成的索引Q的自由nilpotent Lie代数的通用封装代数中获得的所有非交通性投影方案进行分类。提出的施工使我们能够在经过的框架内提供新的变形量化方法。
The paper is devoted to noncommutative projective schemes within Kapranov's framework of noncommutative algebraic geometry. We classify all noncommutative projective schemes obtained from the differential chains in the universal enveloping algebra of the free nilpotent Lie algebra of index q generated by x_{0},...,x_{n}. The construction proposed allows us to provide a new method of deformation quantization of the commutative projective schemes within the considered framework.
