论文标题
在一阶对称运算符上的差分形式的字段方程
On First Order Symmetry Operators for the Field Equations of Differential Forms
论文作者
论文摘要
我们考虑了一阶对称操作员，用于差异$ p $形式字段的运动方程，通常$ d $ d $ - 二维背景几何几何，均与大量和大型案例的签名。对于$ p = 1 $和$ p = 2 $，我们给出对称操作员的一般形式。然后，我们找到了一类用于任意$ p $和$ d $的对称操作员，这是较低的$ p $结果自然建议的。
We consider first order symmetry operators for the equations of motion of differential $p$-form fields in general $D$-dimensional background geometry of any signature for both massless and massive cases. For $p=1$ and $p=2$ we give the general forms of the symmetry operators. Then we find a class of symmetry operators for arbitrary $p$ and $D$, which is naturally suggested by the lower $p$ results.
