Mathematical Modeling for Stabilization of the Work of Banks


Abstract in English

This research includes a set of mathematical models for simulating the financial activities. Worked models are determined to approve the form of inflows to the bank and outflows. We tried to study different types of banks, and performed some conditions to make sure that the bank is working in stabilized situation. Furthermore, we identified the factors affecting the achievement of stability. These models allow more flexibility in the discussion and analysis of banking operations, helping to discern periods approaching the crisis and draw attention to the overall status of the bank. Analyzing these models gives additional time to control withdrawal and take the necessary decision at the time.

References used

Faye Duchin, Mathematical Models in Input-Output Economics, Department of Economics, Rensselaer Polytechnic Institute, Working Papers in Economics, USA, N0703, April 2007

Download