TOWARD A THEORY OF OPTIMUM FINANCING MIX,

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Abstract:

A general model for the financing mix problem is developed which involves the simultaneous solution of a system of independent equations. The functions developed are general in nature so that for specific applications they may be deterministic or stochastic, continuous or discrete, functional or numerical. A generalized computer routine is currently being developed to facilitate the computational aspects of application. Since the model is general in nature, a classification scheme is also developed which makes it possible to see the relationship of previous financing mix models to the general model developed here. Author

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