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Odds ratio inference with dependent data
Kung Yee Liang
Bloomberg School of Public Health
Research output
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Contribution to journal
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Article
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peer-review
57
Scopus citations
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Dive into the research topics of 'Odds ratio inference with dependent data'. Together they form a unique fingerprint.
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Mathematics
Mantel-Haenszel Test
100%
Beta-binomial Model
92%
Common ratio
92%
Consistent Test
88%
Conditional Maximum Likelihood
81%
Asymptotic Bias
76%
Odds Ratio
71%
Dependent Data
69%
Inconsistent
65%
Asymptotic Normality
56%
Tables
53%
Maximum Likelihood Estimator
52%
Count
52%
Test Statistic
51%
Markov chain
49%
Cell
44%
Simulation Study
42%
Testing
42%
First-order
40%
Series
36%
Estimator
35%
Business & Economics
Consistent Test
92%
Asymptotic Bias
89%
Asymptotic Normality
80%
Odds Ratio
79%
Binomial Model
78%
Maximum Likelihood Estimator
71%
Markov Chain
65%
Test Statistic
64%
Simulation Study
57%
Inference
49%
Estimator
47%
Medicine & Life Sciences
Markov Chains
83%
Statistical Models
67%
Statistics
46%
Cell Count
45%
Odds Ratio
38%
Engineering & Materials Science
Markov chains
58%
Maximum likelihood
56%
Statistical Models
54%
Statistics
45%
Testing
30%
Agriculture & Biology
odds ratio
74%
Markov chain
26%
testing
23%
statistics
18%
cells
6%