The complexity of natural systems has challenged scientists to seek new approaches to better describe, understand, and analyze environmental processes. Conceptual frameworks are sought that appropriately account for the effects of heterogeneity, patterns, hierarchies, and other complex interactions in natural systems at multiple space and time scales. Recent advances in physics and applied mathematics have led to the development of fascinating new methods that may serve this purpose in many environmental science disciplines.

The colloquium series features internationally acclaimed scientists that work at the leading edge of developing nontraditional mathematical, physical, and chemical concepts applicable to complex systems. These concepts include scaling, percolation theory, novel stochastic methods, fractals, chance, networks, cellular automata, and other aspects of nonlinear dynamical systems.

Many of these concepts are absent from the conventional palette of environmental scientists and of students in environmental sciences and geosciences. The specific purpose of these colloquia is to provide an introductory, illustrative tour of these topics at a level suitable for students and practitioners in environmental sciences, geosciences, as well as engineering and science. The Colloquium Series provides a unique opportunity to foster a dialogue between sciences, engineering, and environmental sciences.