On an Anderson-Anderson problem

Intermittency properties in a hyperbolic Anderson problem

We study the asymptotics of the even moments of solutions to a stochastic wave equation with linear multiplicative noise. Our main theorem states that these moments grow more quickly than one might expect. This phenomenon is well-known for parabolic stochastic partial differential equations, under the name of intermittency. Our results seem to be the first example of this phenomenon for hyperbo...

Notes on an Anderson-Taylor type inequality

An interview with Kathryn Anderson.

Kathryn Anderson is Professor and Chair of the Developmental Biology Program at the Sloan Kettering Institute in New York. Her lab investigates the genetic networks underlying the patterning and morphogenesis of the early mouse embryo. We caught up with Kathryn at the 2016 Society for Developmental Biology - International Society of Differentiation joint meeting in Boston, where she was awarded...

Todd Anderson

A new paradigm for ocean carbon observations is emerging with the rapid advances in autonomous measurements of carbon systems with the success of robotic ocean profiling Carbon Explorers, autonomous sensors for particulate organic and inorganic carbon (POC and PIC), and new instruments which will measure year-long high frequency records of POC and PIC sedimentation in the very observation-poor ...

Anderson Localization

From the start of their studies students in condensed matter physics are exposed to ordered systems. These systems can be very simple and give insight into the physics of many materials. However it seems that much of what is learned in ordered systems cannot be brought to disordered systems. Instead new conceptual understandings much be reached will very different consquences. One of these is t...