| 粒子物理中几种可能应用的新数学方法和拓扑模型 |
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| 作者单位： | ;1.云南大学物理系 |
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| 摘 要： | 在粒子物理中探讨了四元数、符号动力学等新的数学方法,几种可能应用于振荡的数学方法,及与时间有关的粒子理论;讨论了非线性理论和相应的定性分析理论的结果;研究了粒子的拓扑模型和分形模型;最后提出弱相互作用可能相应于Lobachevsky几何.
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| 关 键 词： | 粒子物理 非线性理论 拓扑 分形 四元数 弱相互作用 Lobachevsky几何 |
Some New Mathematical Methods Possibly Applied in Particle Physics and Topological Model |
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| Affiliation: | ,Department of Physics,Yunnan University |
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| Abstract: | Some new mathematical methods,for example,quaternion,symbolic dynamics,theories on oscillation and particle with time,etc.,were searched.Next,the nonlinear theories and corresponding results of the qualitative analysis theory were discussed.Thirdly,the topological model and fractal model on particle were investigated.Finally,it was proposed that the weak interaction corresponds possibly to Lobachevsky geometry. |
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| Keywords: | particle physics nonlinear theory topology fractal quaternion weak interaction Lobachevsky geometry |
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