Addition to the linear differential operators and their construction of green's function

In this study, Linear Differential Operators and Differential Operators Construction of Green's Function was described. The necessary basic definitions -the linear space of real linear space, the complex linear space, linear-dependent element, independent of linear elements, linear manifold (subspace linear space), linear operator, linear differential expression, boundary conditions and linear differential Description of the operator were explained.It is also explained that L(y) differential expression in different boundary conditions born different L operators. After explaining the general description of the inverse operator , lemmas related to features of the inverse operator were proved. Green function for linear differential operators was defined and the construction of green fuction of a linear differential operator and the introduction of integral equation of boundary value problems containing a parameter have been defined and described and also examples have been solved.