论文标题
quaternion-k $ \ bf \ ddot {a} $ hler $ {\ cal n} = 4 $ supersymmetric机制的全局对称性
Global Symmetries of Quaternion-K$\bf \ddot{a}$hler ${\cal N}=4$ Supersymmetric Mechanics
论文作者
论文摘要
我们分析了$ {\ cal n} = 4 $ supersymmetric机制的全局对称性，涉及$ 4N $ - 二维quaternion-kähler（qk）$ 1D $ sigma模型$ \ m artbbbb {h Mathbb {h} 核。由于运动方程式，与全球世界对称性相关的所有NOETHE指控都消失了，这意味着我们处理了严格的哈密顿制度。进行了对骨骼部门的完整哈密顿分析。
We analyze the global symmetries of ${\cal N}=4$ supersymmetric mechanics involving $4n$-dimensional Quaternion-Kähler (QK) $1D$ sigma models on projective spaces $\mathbb{H}{\rm H}^n$ and $\mathbb{H}{\rm P}^n$ as the bosonic core. All Noether charges associated with global worldline symmetries are shown to vanish as a result of equations of motion, which implies that we deal with a severely constrained hamiltonian system. The complete hamiltonian analysis of the bosonic sector is performed.
