Pages that link to "Item:Q497576"
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The following pages link to A set arithmetic-based linear regression model for modelling interval-valued responses through real-valued variables (Q497576):
Displaying 16 items.
- Weighted least squares and least median squares estimation for the fuzzy linear regression analysis (Q478539) (← links)
- Multiple linear regression models for random intervals: a set arithmetic approach (Q782647) (← links)
- Testing linear independence in linear models with interval-valued data (Q1019931) (← links)
- Estimation of a flexible simple linear model for interval data based on set arithmetic (Q1658307) (← links)
- A hierarchical clustering method for random intervals based on a similarity measure (Q2135850) (← links)
- Multiple mediation analysis for interval-valued data (Q2175660) (← links)
- From fuzzy regression to gradual regression: interval-based analysis and extensions (Q2195477) (← links)
- Distance-based linear discriminant analysis for interval-valued data (Q2282269) (← links)
- Testing the degree of overlap for the expected value of random intervals (Q2300438) (← links)
- Optimal design for multivariate multiple linear regression with set-identified response (Q2317331) (← links)
- Fuzziness in data analysis: towards accuracy and robustness (Q2397884) (← links)
- Inferential studies for a flexible linear regression model for interval-valued variables (Q2804922) (← links)
- A Linear Regression Model for Interval-Valued Response Based on Set Arithmetic (Q2805777) (← links)
- Lasso Estimation of an Interval-Valued Multiple Regression Model (Q2808116) (← links)
- Two optimization problems in linear regression with interval data (Q2970398) (← links)
- A spatial-type interval-valued median for random intervals (Q4567914) (← links)
