论文标题
非线性Spencer操作员在不同的类固醇上
Nonlinear Spencer operators on differentiable groupoids
论文作者
论文摘要
我们为一个可区分的lie lie groupoid $ g $构建了第一个，第二和精致的非线性和线性Spencer综合体。为此，我们将Malgrange应用于Groupoid $ M \ Times M $的对角线计算将其扩展到$ i \ times g $的上下文，其中$ i $是$ g $的身份的多种多样。
We construct the first, second and sophisticated non-linear and linear Spencer complexes for a differentiable Lie groupoid $G$. To do this, we extend the diagonal calculus, as applied by Malgrange to the groupoid $M\times M$, to the context of $I\times G$, where $I$ is the manifold of identities of $G$.
