Accession Number:



Fusion And Inference From Multiple And Massive Disparate Distributed Dynamic Data Sets

Descriptive Note:

[Technical Report, Final Report]

Corporate Author:

Johns Hopkins University

Personal Author(s):

Report Date:


Pagination or Media Count:



We have developed the first principled methodology for two-sample graph testing designed a provably almost-surely perfect vertex clustering algorithm for block model graphs proved analogues of classical limit theorems for the adjacency and Laplacian embeddings for random graphs, which have led, in turn, to significantly improved algorithms for latent position estimation established the accuracy of and efficiently implemented a fast, successfully scalable program for an approximate solution to the NP-hard problem of matching graphs developed efficient methods for vertex nomination in graphs determined precisely how to mitigate information loss across shuffled networks. This has led to dozens of papers published in top journals. Moreover, we have employed these theoretically-justified techniques on a suite of applications, conducting end-to-end analyses of real data from domains as varied as neuroscience, speech and language processing, threat detection, and social networks.

Subject Categories:

  • Numerical Mathematics

Distribution Statement:

[A, Approved For Public Release]