Further results for general financial equilibrium problems via variational inequalities

This paper is the sequel of the previous papers [8] and [9]. More precisely, we study the regularity of the solutions of the evolutionaryvariational inequality governing the general financial evolutionary problem. Specifically we obtain that such a solution is continuous and Lipschitz continuous with respect to time and we illustrate theachieved result through numerical examples. Moreover the numerical examples enables us to understand the behaviour of the financial equilibrium and the impact of the components of the model on the financial equilibrium.