三角多面体空间中的复合场及其量子方程
Compounding Fields and Their Quantum Equations in the Trigintaduonion Space
摘要：
三角形空间中的32维复合场及其量子相互作用可以类比于八元数和五元数的电磁、引力、强相互作用和弱相互作用。在与电磁、引力、强相互作用和弱相互作用相联系的三重场中，导出了场源粒子（夸克和轻子）和中间粒子的一些结论，这些结论与目前的各种相互作用理论是一致的。在与超强场和强弱场相联系的三重粒子场中，本文给出了场源粒子（亚夸克）和中间粒子的一些预言和结论。研究结果表明，自然界中可能存在一些新的粒子。
英文摘要：
The 32-dimensional compounding fields and their quantum interplays in the trigintaduonion space can be presented by analogy with octonion and sedenion electromagnetic, gravitational, strong and weak interactions. In the trigintaduonion fields which are associated with the electromagnetic, gravitational, strong and weak interactions, the study deduces some conclusions of field source particles (quarks and leptons) and intermediate particles which are consistent with current some sorts of interaction theories. In the trigintaduonion fields which are associated with the hyper-strong and strong-weak fields, the paper draws some predicts and conclusions of the field source particles (sub-quarks) and intermediate particles. The research results show that there may exist some new particles in the nature.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
