论文标题
在外部时间中减少保形的几何动力学的哈密顿方程
Hamiltonian equations of reduced conformal geometrodynamics in extrinsic time
论文作者
论文摘要
编写了外部时间中紧凑型歧管的保形几何动力学的降低的真空汉密尔顿方程。这是通过将隐式函数导数定理推广到功能分析来实现的。
The reduced vacuum Hamiltonian equations of conformal geometrodynamics of compact manifolds in extrinsic time are written. This is achieved by generalizing the theorem of implicit function derivative to the functional analysis.
