Pages that link to "Item:Q4772013"
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The following pages link to Multiplicative and additive interaction in contingency tables (Q4772013):
Displaying 18 items.
- Sums of possibly associated Bernoulli variables: the Conway-Maxwell-binomial distribution (Q516473) (← links)
- Decompositions and biplots in three-way correspondence analysis (Q676511) (← links)
- Additive and multiplicative models and interactions (Q760987) (← links)
- A-dependence statistics for mutual and serial independence of categorical variables (Q1015891) (← links)
- Sample sizes required to detect linkage disequilibrium between two or three loci (Q1224020) (← links)
- Estimating multiple rater agreement for a rare diagnosis (Q1263907) (← links)
- Directionally collapsible parameterizations of multivariate binary distributions (Q1731420) (← links)
- A weighted least-squares procedure for estimating the parameters of Altham's multiplicative generalization of the binomial distribution (Q1907909) (← links)
- A class of models for multiple binary sequences under the hypothesis of Markov exchangeability (Q1952019) (← links)
- Asymptotic distributions of empirical interaction information (Q2241513) (← links)
- Interpretation of interaction: a review (Q2466469) (← links)
- Exploratory analysis of contingency tables by loglinear formulation and generalizations of correspondence analysis (Q2639509) (← links)
- Factor analysis of correspondences of multiple tables (Q2750781) (← links)
- Marginal Nested Interactions for Contingency Tables (Q2921833) (← links)
- An Exact Test for the Association Between the Disease and Alleles at Highly Polymorphic Loci with Particular Interest in the Haplotype Analysis (Q3078820) (← links)
- Methods for diagnosing multiplicative-interaction models for two-way contingency tables (Q3719653) (← links)
- A comparison of the additive and multiplicative definitions of second-order interaction in 2×2×2 contingency tables (Q3959977) (← links)
- A generalization of the Binomial distribution based on the dependence ratio (Q6066198) (← links)