Harvard University. Statistical and computational elements for the analysis of complex graphs and interacting dynamical systems, including yeast molecular biology and social networks. Overview of publications and activities.
Carnegie Mellon. Euclidean, differential or algebraic geometrical intuitions underlying statistical models and algorithms. Discrete mathematics and sequential models. Applications to textual data, biological sequences, communication networks and privacy.
Kavli Institute of Nanoscience, Delft University of Technology. Advanced research and development inititiates at the confluence of quantum mechanics and information science: superconducting quantum computing, superposed adaptive quantum networks.
Pace University. Problem decomposition and theory reformulation, integrated cognitive architectures for autonomous robots, distributed constraint satisfaction problems, semigroup theory and dynamical systems, category theory in software design.