Separation expressions of a family of polynomials and its calculation regulations at single bound point 多项式族的分离及其在单点边界上的计算
Constructing an entire function a ; ( a ) , the zeros of which are the eigenvalue of dirac eigenvalue problem with general two points " linear algebra boundary conditions 构造了一个整函数( ) ,其零点集合与具有一般两点边界条件的dirac特征值问题的特征值集合重合。
Through discussing every term ' s coefficient of a ; ( a ) , the general two points " linear algebra boundary conditions are turned into eight element typies , eight corresponding entire functions u ( ) deciding eigenvalue and their asymptotic estimations on the corresponding circuits are gotten 根据( )各项系数的不同情况,将一般两点边界条件分为八种基本类型,并得到相应的八个决定特征值的整函数( )和它们在相应围道上的渐近估计。