概型上的拟凝聚层和凝聚层分别起着环上的模和有限生成模的作用。
Since quasi-coherent sheaves and coherent sheaves on a scheme behave as modules and finite-generated modules on a ring, respectively.
对交换环定义了广义p F环的概念，即一切具有常数秩的有限生成投射模都为自由模的交换环。
A generalization of PF rings relative to commutative rings: rings all finitely generated projective modules with constant rank of which are free is defined.
该集成系统的进一步完善，可完成模面设计，冲压工艺基本评估，单元划分，有限元求解的格式文件的生成，有限元分析和分析结果的调用。
With further development, the drawing part model designing, mesh generating, the stamping process analyzing and analysis results evaluating can be finished in this platform.
本文定义并研究了广义rigid环，并讨论了环上有限生成投射模的性质。
In this paper, we define and study GR rings and finitely generated projective modules over them.
且在一定条件下得到了有关广义局部上同调模的有限生成性和零化性质的几个结果。
And we also give some finiteness and vanishing results for generalized local cohomology modules under some conditions.
且在一定条件下得到了有关广义局部上同调模的有限生成性和零化性质的几个结果。
And we also give some finiteness and vanishing results for generalized local cohomology modules under some conditions.
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