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Regression for non-Euclidean data using distance matrices
Julian J. Faraway
Department of Mathematical Sciences
Research output
:
Contribution to journal
›
Article
›
peer-review
4
Citations (SciVal)
239
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Dive into the research topics of 'Regression for non-Euclidean data using distance matrices'. Together they form a unique fingerprint.
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Mathematics
Distance Matrix
100%
Regression
62%
Correlation Matrix
31%
Predictors
24%
Motion Capture
24%
Multidimensional Scaling
18%
Observation
17%
Categorical variable
17%
Curve
16%
Scoring
16%
Standards
14%
Children
14%
Linking
14%
Distance Function
14%
Specification
12%
Count
11%
Vector space
11%
Internal
11%
Metric space
10%
Prediction
10%
Experiment
10%
Methodology
9%
Motion
9%
Model
8%
Relationships
8%
Framework
7%
Business & Economics
Matrix
71%
Correlation Matrix
49%
Predictors
43%
Categorical Variables
28%
Distance Function
26%
Multidimensional Scaling
25%
Regression Method
22%
Scoring
21%
Prediction
16%
Experiment
12%
Methodology
10%