论文标题
哈密顿量对单模型重力的分析及其在连接表示中的量化
Hamiltonian analysis of unimodular gravity and its quantization in the connection representation
论文作者
论文摘要
我们在连接表示方面对单型重力进行了哈密顿分析。使用Lagrange乘法器将单对形条件直接施加到动作中。将约束分为一流和二等之后，进行了规范量化。我们考虑了非模块性重力和一般相对性之间相应物理状态的差异。
We perform the Hamiltonian analysis of unimodular gravity in terms of the connection representation. The unimodular condition is imposed straightforwardly into the action with a Lagrange multiplier. After classifying constraints into first class and second class, the canonical quantization is carried out. We consider the difference of the corresponding physical states between unimodular gravity and general relativity.
