Diffusion geometries as organisational tools for information and data analysis

Ronald Coifman
Yale University
Mathematics

A multiscale geometry of data, induced by geometric diffusions, enables the introduction of signal processing methodologies to reperesent and approximate empirical functions on complex data sets. This natural harmonic analysis methodology on graphs enables a variety of machine learning tasks.


Presentation (PDF File)
Video of Talk (RealPlayer File)

Back to Graduate Summer School: Intelligent Extraction of Information from Graphs and High Dimensional Data