It is important to classify the behavior of solutions for the dynamical system of nonlinear differential equations. Duran  studied the stability analysis of the solutions for the dynamical system of nonlinear AFDEs in R^4, in three versions, analytically and numerically. He found the existence of the infinitely many fixed points (equilibrium points) for the first two versions. He concluded that these versions of AFDEs are structurally unstable systems mathematically by using an extension of the Peixoto Theorem for two-dimensional manifolds to a four-dimensional manifold. Moreover, he obtained that there is no critical point (equilibrium point) if the chronic discount over the past finite time interval is nonzero for the third version of AFDEs.
When a patient is severely hampered by anxiety, sometimes that person finds it very difficult to come into the clinic. If this is the case, we are happy to come to you in Orleans or Jefferson Parish. Visit locations must be in a private location that is free of interruptions in order to maintain the confidentiality necessary for psychological services. In order to preserve the safety, confidentiality, and therapeutic benefits of psychological services, The Cognitive Behavioral Therapy Center of New Orleans reserves the right to refuse off-location services at any time to any patient for any reason.