论文标题
Hadamard的变异配方和能量弹药张量
Hadamard's variational formula and the energy-momentum tensor
论文作者
论文摘要
绿色功能的Hadamard变异公式是根据偏振能量张量和应变张量的。这是在任意维度的riemannian歧管的子域的一般环境中阐述的，并链接到一般田间理论中能量弹药张量的方式，这是由于在拉格朗日函数中改变了度量张量的结果。
The Hadamard variational formula for the Green function is formulated in terms of a polarized energy-momentum tensor and a strain tensor. This is elaborated in a general setting of subdomains of a Riemannian manifold in arbitrary dimension and linked to the way the energy-momentum tensor in general field theory appears as a result of varying the metric tensor in a Lagrangian function.
