论文标题
捆捆同学的共同体捆绑理论
A Cohomological Bundle Theory for Sheaf Cohomology
论文作者
论文摘要
根据布伦特·埃弗里特（Brent Everitt）和保罗·特纳（Paul Turner）的类似工作，我们在小类上开发了预期理论。对于POSET上的一系列预示，我们产生了一个Leray-Serre型光谱序列，为Presheaf的共同体学提供了还原性能。这扩展了以独特的最大值的posets降低。
We develop a bundle theory of presheaves on small categories, based on similar work by Brent Everitt and Paul Turner. For a certain set of presheaves on posets, we produce a Leray-Serre type spectral sequence that gives a reduction property for the cohomology of the presheaf. This extends the usual cohomological reduction of posets with a unique maximum.
