摘要
克里福德是第一个提出物质与四维空间存在逻辑关联的科学家,他给出的双曲虚单位对应狭义相对论的闵考夫斯基空间。利用克里福德几何代数,可以从闵考夫斯基几何空间中抽象出双曲希尔伯特,用于量子力学可对微观客体的运动行为乃至薛定谔猫给出一个新的哲学诠释。
Clifford is the first scientist who gives the logic relation between matter and four-dimensional space. He introduced the hyperbolic imaginary unit, which the complex space corresponds with Minkowski space in relativity theory. Using Clifford algebra, we have abstracted the hyperbolic Hilbert space from Minkowski space, and applied to quantum mechanics. Thus a new philosophical interpretation has been obtained to the move of microscopic foreign body, so much as Schroedinger cat.
出处
《天津商学院学报》
2006年第5期59-62,共4页
Journal of Tianjin University of Commerce
关键词
克里福德代数
闵考夫斯基空间
微观诠释
薛定谔猫
Clifford algebra
Minkowski space
microscopic interpretation
Schroedinger cat