论文标题
部分可观测时空混沌系统的无模型预测
An Algebraic Theory of Non-Relativistic Spin
论文作者
论文摘要
在本文中，我们提出了一种新的基本基本推导，该基本衍生是使用独特的真实代数方法的非相关性旋转的。为此，我们制定了一种新的方法，可以根据其代数特性分解真实内态的域。我们揭示了非交通性的多极张量作为自旋的主要物理上有意义的可观察物，并表明旋转本质上是根本上是几何的。在这样做时，我们证明了动力学和复数对于旋转的基本描述至关重要。
In this paper we present a new, elementary derivation of non-relativistic spin using exclusively real algebraic methods. To do this, we formulate a novel method to decompose the domain of a real endomorphism according to its algebraic properties. We reveal non-commutative multipole tensors as the primary physically meaningful observables of spin, and indicate that spin is fundamentally geometric in nature. In so doing, we demonstrate that neither dynamics nor complex numbers are essential to the fundamental description of spin.
