The variational functions provide new realizability conditions for arbitrary statistics. Their work utilizes a discrete model of the life cycle stages of flour beetles. We will formulate an analogous age-structured PDE model and consider the analysis of equilibria and Hopf bifurcations of periodic solutions. Refreshments will be served beforehand in Math 501. Our experimentation will also provide convincing evidence for the truth of the Central Limit Theorem.
Critical points define now a both in space and time discrete nonlinear wave equations.
The time evolution is given by a Hamiltonian coupled map lattice, a coupled array of nonlinear cubic Henon maps for which one can in some cases show the existence of an infinite dimensional horse-shoe. I will also give a rather simple description of the Jacobian which might be of interest to number theorists and students who are not experts in arithmetic geometry. We will start with certain basics, i.e., file and directory permissions, naming conventions, and addressing. If you can't make it to our talk, you can check out the sample homepages under the SWIG homepage. We will start with certain basics, i.e., file and directory permissions, naming conventions, and addressing.