Jordan canonical form

基本解釋

Study the Existence of the Jordan Canonical Form of a Complex Matrix from the Module Viewpoint;
探討了矩陣的不變量、準形及其在矩陣理論中的若干應用。
It shows further that solution of the special paradox in classical elasticity is just Jordan canonical form solutions in symplectic space under Hamiltonian system.
結果再次表明經(jīng)典力學中的彈性楔佯謬解對應的是哈密頓體系下辛幾何的約當型解。
In the case of the eigenvalues with the Jordan diagonal canonical form, a parametric method is proposed.
針對具有約當對角標準型的特征值情形，提出了一種求解該二階振動矩陣方程的參數(shù)化方法。