We propose a dynamic model for the stability of a large financial network , which we formulate as a system of interacting diffusions on the positive half-line with an absorbing boundary at zero.
<clarity> We propose a dynamic model for the stability of a large financial network , which we formulate as a system of interacting diffusions on the positive half-line with an absorbing boundary at zero.
We propose a dynamic model for the stability of a large financial system , which we formulate as a system of interacting diffusions on the positive half-line with an absorbing boundary at zero.