On The Growth Of Solutions Of A Class Of Higher Order Complex Linear Differential Equations

In this paper,the use of value distribution theory of meromorphic functions to s-tudy the growth of solutions for the higher order complex differential equations f(k)+Ak-1(z),(k-1)+…+A1(z)f’+A0(z)f=0, Ai(z) are entire functions i=0,1,…,k-1 with the infinite order of several crite-rion,which conditions mainly related borel exceptional value,deficient value,denjoy conjecture extremal function.