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Euclidean embedding of co-occurrence data
Amir Globerson
,
Gal Chechik
, Fernando Pereira
, Naftali Tishby
Massachusetts Institute of Technology
Stanford University
Alphabet Inc.
University of Pennsylvania
Hebrew University of Jerusalem
Research output
:
Contribution to journal
›
Article
›
peer-review
168
Scopus citations
Overview
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Dive into the research topics of 'Euclidean embedding of co-occurrence data'. Together they form a unique fingerprint.
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Keyphrases
Euclidean Space
100%
Occurrence Data
100%
Euclidean Embedding
100%
Joint Distribution
50%
Local Structure
50%
Search Algorithm
50%
Textual Data
50%
Correspondence Analysis
50%
Random Walk
50%
Euclidean Distance
50%
Statistical Correlation
50%
Convex Optimization
50%
Low-dimensional Embedding
50%
Multidimensional Scaling Analysis
50%
Positive Definite Matrix
50%
Pairwise Distance
50%
Embedding Algorithm
50%
Space-based
50%
Embedding Space
50%
Correspondence Modeling
50%
Data Representation
50%
Continuous Representation
50%
Isomap
50%
Computer Science
Convex Optimization
100%
Embedding Algorithm
100%
Multidimensional Scaling
100%
Embedding Space
100%
Searching Algorithm
100%
Euclidean Distance
100%
Local Structure
100%
Joint Distribution
100%
Random Walk
100%
Mathematics
Euclidean Space
100%
Positive Semidefinite Matrix
50%
Pairwise Distance
50%
Joint Distribution
50%
Correspondence Analysis
50%
Search Algorithm
50%
Euclidean Distance
50%
Text Data
50%
Random Walk
50%
Convex
50%