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- Feynman-Kac定理Feynman-Kac theorem
- Feynman-Kac表示定理Feynman-Kac representation
- 应用Burnside轨道计算公式,我们给出任意赋值箭图的固定维数向量的表示(不可分解表示)的同构类的个数计算公式,进而应用Frobenius映射及箭图自同构,得到可带循环的赋值箭图的Kac定理。So by using the Burnside orbit counting formula, we can get the formula of the number of representations (indecomposable representations) of any valued quiver with fixed dimension vector. And then we get the Kac Theorem for the case of valued quiver with cycles by using the method of Frobeninus morphisms and quiver automorphisms.
- 广义Feynman-Kac半群generalized Feynman-Kac semigroup
- Kac模型Kac model
- Feynman-kac公式Feynman-Kac formula
- Kac-Moody代数Kac-Moody algebra
- Feynman收敛积分Feynraan convergence integral
- Kac-Moody超代数Kac-Moody superalgebra
- 离子晶体外表面Feynman极化子Exterior-Surface Feynman Polaron of Ionic Crystals
- 几何定理是从经验得出的。Geometrical theorems grew out of empirical methods.
- 仿射Kac-Moody代数affine Kac-Moody algebra
- Feynmans superfluidity theory费曼超流性理论
- 广义Kac-Moody代数GKM Algebra
- 替代定理substitution theorem
- 电偶极近似条件下电磁相互作用的Feynman路径积分描述The Feynman path Integral Formulation of the Interaction of Electromagnetic Radiation in the Electric Dipole Approximation
- 极分解定理polar decomposition theorem
- 无扭仿型Kac-Moody代数untwisted affine Kac-Moody algebra
- 互等位移定理reciprocal theorem of displacement
- 相空间路径积分中的Feynman规则和广义Ward恒等式Feynman Rules and Generalized Ward Identities in PhaseSpace Functional Integral
