The Art of Migration. Since 2003, Kianga Ford has been engaged in research-based projects about locations in the U.S. and abroad that combine historical research and conversations with locals and visitors as the basis for fictional audio tours in the series, The Story of This Place. Fictional characters are overlaid atop real urban landscapes in...
Creator:
Institute for Advanced Study
Contributor:
Ford, Kianga
Created:
2013-02-28
Contributed By:
University of Minnesota, Institute for Advanced Study.
The Art of Migration. Since 2003, Kianga Ford has been engaged in research-based projects about locations in the U.S. and abroad that combine historical research and conversations with locals and visitors as the basis for fictional audio tours in the series, The Story of This Place. Fictional characters are overlaid atop real urban landscapes in...
Creator:
Institute for Advanced Study
Contributor:
Ford, Kianga
Created:
2013-02-28
Contributed By:
University of Minnesota, Institute for Advanced Study.
Given a graph between N high-dimensional nodes, can we faithfully visualize it in just a few dimensions? We present an algorithm that improves the state-of-the art in dimensionality reduction by extending the Maximum Variance Unfolding method. Visualizations are shown for social networks, species trees, image datasets and human activity.If we ar...
Creator:
Jebara, Tony (Columbia University)
Created:
2008-10-29
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
The rapid improvements in computational power have enabled researchers to produce large amounts of molecular simulation data. Hence there is a pressing need to be able to analyze such data to enhance our understanding of molecular dynamics. However, given their massive size and typically high-dimensionality, it is hard to directly traverse and e...
Creator:
Wang, Yusu (The Ohio State University)
Created:
2013-12-09
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
This talk will introduce the Rank Invariant Visualization and Exploration Tool (RIVET). The first available software for two-parameter persistent homology, RIVET allows for the computation and visualization of both the bigraded Betti numbers and the rank invariant of two-dimensional persistence modules. The talk will demonstrate RIVET and explai...
Creator:
Wright, Matthew (St. Olaf College)
Created:
2018-08-14
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
To understand the interactions between entities (for example, people, objects or groups) systems of interactions can be modeled as graphs linking nodes (entities) with edges that represent various types of connections between the entities. After data collection there are many statistical approaches to analyzing the data, but our approach is to m...
Creator:
Dean, Nathaniel (Texas State University-San Marcos)
Created:
2010-03-27
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
