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Local linear regression on manifolds and its geometric interpretation
Ming-Yen Cheng
, Hau-tieng Wu
Department of Mathematics
Research output
:
Contribution to journal
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Article
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peer-review
41
Citations (Scopus)
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Dive into the research topics of 'Local linear regression on manifolds and its geometric interpretation'. Together they form a unique fingerprint.
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Business & Economics
Linear Regression
70%
Bandwidth
51%
Gradient
49%
Dimension Reduction
43%
Variable Selection
41%
Computed Tomography
37%
Estimator
36%
Simulation: Applications
35%
Asymptotic Behavior
29%
Curvature
27%
Dimensionality
25%
Sampling
23%
Simulation Study
21%
Operator
20%
Intrinsic
19%
Justification
17%
Mathematics
Local Linear Regression
100%
Interpretation
48%
Manifold Learning
34%
Tangent plane
30%
Regression Estimator
25%
Bandwidth
23%
Isomap
19%
Gradient Estimation
17%
Computed Tomography
16%
Heteroscedastic Errors
16%
Nonuniform Sampling
15%
Regression Estimation
14%
Selector
14%
Laplace-Beltrami Operator
13%
High-dimensional Data
13%
Dimension Reduction
12%
Variable Selection
11%
Dimensionality
11%
Justification
11%
Data analysis
10%
Interior
9%
Curvature
8%
Gradient
8%
Simulation Study
8%
Asymptotic Behavior
8%
Unknown
7%
Context
7%
Relationships
6%
Estimator
6%
Estimate
5%