摘要
自然数、分数、负数、无理数和虚数都可以而且应该定义为测量的结果。“实数是连续的”这一命题从来没有被证明（它是一条公设或公理），“复数是连续的”是其合乎过辑的发展──在“复数体”之内，目前已知的所有运算都能够施行。刘绍光的“一元数理论化过“直接在实空间中进行实虚权衡”的方法解决了有一部分复连续空间中的物理量（即虚空间中的物理量）在目前还不能够测量的问题，使得理论物理学在爱因斯坦和量子力学之后获得重大进展。
atural number,faction number, negative number, non--reasonable number,and imaginary number could and should be all defined as measured result. It has never been certificated that real number set is continuous,while it should be a more reasonable conclusion that complex number set is continuous--all kinds of known computation could be done in the complex number set. Liu Shaosuang's unichor mathematics-physics gives a measurable way to we4ht the real space and the imaginary space,and develops theoretical physiCs obviously after Einstein and quantum mechanics.
出处
《大自然探索》
1994年第3期81-86,共6页
Discovery of Nature
关键词
数
测量
连续
复连续
一元数理论
number
Measuring
Complexcontinuity
unichormathematics-physics
