Abstract
Some weighted-type classes of holomorphic function spaces were introduced in the current study. Moreover, as an application of the new defined classes, the specific growth of certain entire-solutions of a linear-type differential equation by the use of concerned coefficients of certain analytic-type functions, that is the equation h((k)) + Kk-1(upsilon)h((k-1)) +... + K-1(upsilon)h' + K' (upsilon)h = 0, will be discussed in this current research, whereas the considered coefficients K' (upsilon),..., Kk-1(upsilon) are holomorphic in the disc Gamma(R) = {upsilon is an element of C : vertical bar u vertical bar < R}, 0 < R <= infinity. In addition, some non-trivial specific examples are illustrated to clear the roles of the obtained results with some sharpness sense. Hence, the obtained results are strengthen to some previous interesting results from the literature.